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                  "text": "<p>\\( (2&nbsp;+ 1) + (6-2)i \\)</p>\n",
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                  "text": "<p>\\( (2&nbsp;-2) + (6+1)i \\)</p>\n",
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                  "displayName": "Choice 1",
                  "text": "<p>\\( (2&nbsp;+ 6) + (1-2)i \\)</p>\n",
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                  "displayName": "Choice 3",
                  "text": "<p>\\( (6&nbsp;-1) + (2+2)i \\)</p>\n",
                  "feedback": "",
                  "_id": "58b49f96f92055c2fd409682",
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                "text": "<p>\\( (2&nbsp;+ 1) + (6-2)i \\)</p>\n",
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              "responded": true,
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                  "text": "<p>\\( (2&nbsp;+ 1) + (6-2)i \\)</p>\n",
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                  "feedback": "",
                  "text": "<p>\\( \\pm \\frac{1}{2}, \\pm 1, \\pm \\frac{3}{2}, \\pm 3 \\)</p>\n",
                  "displayName": "Choice 2",
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                },
                {
                  "id": "58b49f96f92055c2fd4093fa",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282fc"
                  ],
                  "_id": "58b49f96f92055c2fd4093fa",
                  "feedback": "",
                  "text": "<p>\\( \\pm \\frac{1}{4}, \\pm \\frac{1}{2}, \\pm 1, \\pm 2 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "587913d071e482663203bf8c"
                },
                {
                  "id": "58b49f96f92055c2fd4093fc",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282f9"
                  ],
                  "_id": "58b49f96f92055c2fd4093fc",
                  "feedback": "",
                  "text": "<p>\\( \\pm \\frac{1}{3}, \\pm \\frac{2}{3}, \\pm 1, \\pm \\frac{4}{3}, \\pm 2, \\pm 4 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "587913d071e482663203bf8a"
                },
                {
                  "id": "58b49f96f92055c2fd4093fd",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4093fd",
                  "feedback": "",
                  "text": "<p>\\( \\pm \\frac{1}{3}, \\pm \\frac{2}{3}, \\pm 1, \\pm 2 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "587913d071e482663203bf89"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528234",
              "learningObjectiveId": "mc3-objective%3A14289%40MIT-OEIT",
              "text": "<p>Use the Rational Roots Test to find all possible rational zeros for the polynomial</p>\n\n<p>\\(f(x) = -3x^3+4x^2-2x+2&nbsp;\\)</p>\n",
              "description": "Rational Roots test",
              "displayName": "Copy of Apply the Rational Roots Test to find all possible rational zeros for a polynomial #4",
              "itemId": "assessment.Item%3A587913d071e482663203bf7c%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4093f9"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 1,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "9fbb456f-f432",
              "id": "58b49f96f92055c2fd40948e",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd40948f",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282fc"
                  ],
                  "_id": "58b49f96f92055c2fd40948f",
                  "feedback": "",
                  "text": "<p>\\( \\pm \\frac{1}{5}, \\pm \\frac{2}{5}, \\pm \\frac{4}{5}&nbsp;\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "587795b571e4823619b586c8"
                },
                {
                  "id": "58b49f96f92055c2fd409491",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282f9"
                  ],
                  "_id": "58b49f96f92055c2fd409491",
                  "feedback": "",
                  "text": "<p>\\( \\pm 1, \\pm 2, \\pm 7, \\pm 14 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "587795b571e4823619b586c6"
                },
                {
                  "id": "58b49f96f92055c2fd409490",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52825a"
                  ],
                  "_id": "58b49f96f92055c2fd409490",
                  "feedback": "",
                  "text": "<p>\\( \\pm \\frac{1}{14}, \\pm \\frac{1}{7}, \\pm \\frac{1}{2}, \\pm 1 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "587795b571e4823619b586c7"
                },
                {
                  "id": "58b49f96f92055c2fd409492",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409492",
                  "feedback": "",
                  "text": "<p>\\( \\pm 1, \\pm 2, \\pm 4 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "587795b571e4823619b586c5"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528234",
              "learningObjectiveId": "mc3-objective%3A14289%40MIT-OEIT",
              "text": "<p>Use the Rational Roots Test to find all possible rational zeros for the polynomial</p>\n\n<p>\\(f(x) = x^3-5x^2+14x-4\\)</p>\n",
              "description": "Rational Roots test",
              "displayName": "Copy of Apply the Rational Roots Test to find all possible rational zeros for a polynomial #1",
              "itemId": "assessment.Item%3A587795b571e4823619b586b8%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd40948e"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 1,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "4",
              "instanceId": "4153c1d9-4188",
              "id": "58b49f96f92055c2fd4093f3",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4093f7",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4093f7",
                  "feedback": "",
                  "text": "<p>\\( \\pm \\frac{1}{3}, \\pm \\frac{2}{3}, \\pm 1, \\pm 2, \\pm 3, \\pm 6&nbsp;\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5879172b71e482663203bfe6"
                },
                {
                  "id": "58b49f96f92055c2fd4093f5",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52825a"
                  ],
                  "_id": "58b49f96f92055c2fd4093f5",
                  "feedback": "",
                  "text": "<p>\\( \\pm \\frac{1}{6}, \\pm \\frac{1}{3}, \\pm \\frac{1}{2}, \\pm \\frac{2}{3}, \\pm 1, \\pm 3 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5879172b71e482663203bfe8"
                },
                {
                  "id": "58b49f96f92055c2fd4093f4",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282fc"
                  ],
                  "_id": "58b49f96f92055c2fd4093f4",
                  "feedback": "",
                  "text": "<p>\\( \\pm \\frac{1}{3}, \\pm \\frac{2}{3}, \\pm 1, \\pm 2, \\pm 3 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5879172b71e482663203bfe9"
                },
                {
                  "id": "58b49f96f92055c2fd4093f6",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282f9"
                  ],
                  "_id": "58b49f96f92055c2fd4093f6",
                  "feedback": "",
                  "text": "<p>\\( \\pm \\frac{1}{3}, \\pm \\frac{2}{3}, \\pm 1, \\pm 2 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5879172b71e482663203bfe7"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528234",
              "learningObjectiveId": "mc3-objective%3A14289%40MIT-OEIT",
              "text": "<p>Use the Rational Roots Test to find all possible rational zeros for the polynomial</p>\n\n<p>\\(f(x) = -3x^3+2x^2-2x+6&nbsp;\\)</p>\n",
              "description": "Rational Roots test",
              "displayName": "Copy of Apply the Rational Roots Test to find all possible rational zeros for a polynomial #5",
              "itemId": "assessment.Item%3A5879172b71e482663203bfd9%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4093f3"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 2,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "3c131988-4d2c",
              "id": "58b49f97f92055c2fd409f26",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd409f2a",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409f2a",
                  "feedback": "",
                  "text": "<p>\\(f(x) = 4x^2+x-2\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "57ea94f371e4823b8947b785"
                },
                {
                  "id": "58b49f97f92055c2fd409f29",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52829a"
                  ],
                  "_id": "58b49f97f92055c2fd409f29",
                  "feedback": "",
                  "text": "<p>\\(f(x) = 4x^3+x-2\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "57ea94f371e4823b8947b786"
                },
                {
                  "id": "58b49f97f92055c2fd409f28",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52829b"
                  ],
                  "_id": "58b49f97f92055c2fd409f28",
                  "feedback": "",
                  "text": "<p>\\(f(x) = -4x^2+x-2\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "57ea94f371e4823b8947b787"
                },
                {
                  "id": "58b49f97f92055c2fd409f27",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528324"
                  ],
                  "_id": "58b49f97f92055c2fd409f27",
                  "feedback": "",
                  "text": "<p>\\(f(x) = -4x^5+x-2\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "57ea94f371e4823b8947b788"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528239",
              "learningObjectiveId": "mc3-objective%3A14840%40MIT-OEIT",
              "text": "<p>Use the leading term test to determine which of the following functions matches the graph.</p>\n\n<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/4x2_x_2_1483825585.png\" style=\"width: 320px; height: 272px;\" /></p>\n",
              "description": "",
              "displayName": "Leading term test - match function to graph",
              "itemId": "assessment.Item%3A57ea94f371e4823b8947b778%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409f26"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 2,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "5",
              "instanceId": "e7f89fc7-7ac1",
              "id": "58b49f97f92055c2fd40a2f7",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a2f9",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52829a"
                  ],
                  "_id": "58b49f97f92055c2fd40a2f9",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/2x2_1483826030.png\" style=\"width: 320px; height: 272px;\" /></p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "577bfebd71e4822100d6b231"
                },
                {
                  "id": "58b49f97f92055c2fd40a2fb",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a2fb",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/2x3_1484080671.png\" style=\"width: 320px; height: 272px;\" /></p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "577bfebd71e4822100d6b22f"
                },
                {
                  "id": "58b49f97f92055c2fd40a2fa",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52829b"
                  ],
                  "_id": "58b49f97f92055c2fd40a2fa",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/_2x3_1484080789.png\" style=\"width: 320px; height: 272px;\" /></p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "577bfebd71e4822100d6b230"
                },
                {
                  "id": "58b49f97f92055c2fd40a2f8",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528324"
                  ],
                  "_id": "58b49f97f92055c2fd40a2f8",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/_2x2_1484080811.png\" style=\"width: 320px; height: 272px;\" /></p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "577bfebd71e4822100d6b232"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528239",
              "learningObjectiveId": "mc3-objective%3A14840%40MIT-OEIT",
              "text": "<p>Which of the following diagrams accurately represents the end behavior of the cubic function \\( y=ax^3\\) where \\( a &gt; 0&nbsp;\\)&nbsp;?</p>\n",
              "description": "",
              "displayName": "Understand the end behavior of a cubic function",
              "itemId": "assessment.Item%3A577bfebd71e4822100d6b222%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a2f7"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 2,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "6",
              "instanceId": "7ca081d5-694a",
              "id": "58b49f97f92055c2fd409f1a",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd409f1b",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52829a"
                  ],
                  "_id": "58b49f97f92055c2fd409f1b",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/x4_leading_term_1483825309.png\" style=\"width: 320px; height: 272px;\" /></p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "57ebf59671e4823b8947bb4c"
                },
                {
                  "id": "58b49f97f92055c2fd409f1e",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409f1e",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/x5_leading_term_1483825237.png\" style=\"width: 320px; height: 272px;\" /></p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "57ebf59671e4823b8947bb49"
                },
                {
                  "id": "58b49f97f92055c2fd409f1c",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52829a"
                  ],
                  "_id": "58b49f97f92055c2fd409f1c",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/_x4_leading_term_1483825288.png\" style=\"width: 320px; height: 272px;\" /></p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "57ebf59671e4823b8947bb4b"
                },
                {
                  "id": "58b49f97f92055c2fd409f1d",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52829b"
                  ],
                  "_id": "58b49f97f92055c2fd409f1d",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/_x5_leading_term_1483825266.png\" style=\"width: 320px; height: 272px;\" /></p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "57ebf59671e4823b8947bb4a"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528239",
              "learningObjectiveId": "mc3-objective%3A14840%40MIT-OEIT",
              "text": "<p>Which of the following sketches best describes the end behavior of \\(f(x)=x^5+2x^2+3\\)?</p>\n",
              "description": "",
              "displayName": "End behavior of polynomial",
              "itemId": "assessment.Item%3A57ebf59671e4823b8947bb3c%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409f1a"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 3,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "67c1e737-ff74",
              "id": "58b49f97f92055c2fd409a51",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd409a54",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528368"
                  ],
                  "_id": "58b49f97f92055c2fd409a54",
                  "feedback": "",
                  "text": "<p>\\( (f \\circ g)(x) = x - 5 \\) and \\( (g \\circ f)(x) = x + 5 &nbsp;\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "583c9d5571e48259210191f6"
                },
                {
                  "id": "58b49f97f92055c2fd409a55",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409a55",
                  "feedback": "",
                  "text": "<p>\\( (f \\circ g)(x) = x \\) and \\( (g \\circ f)(x) = x &nbsp;\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "583c9d5571e48259210191f5"
                },
                {
                  "id": "58b49f97f92055c2fd409a52",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528368"
                  ],
                  "_id": "58b49f97f92055c2fd409a52",
                  "feedback": "",
                  "text": "<p>\\( (f \\circ g)(x) = x - 10 \\) and \\( (g \\circ f)(x) = x &nbsp;\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "583c9d5571e48259210191f8"
                },
                {
                  "id": "58b49f97f92055c2fd409a53",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528368"
                  ],
                  "_id": "58b49f97f92055c2fd409a53",
                  "feedback": "",
                  "text": "<p>\\( (f \\circ g)(x) = x \\) and \\( (g \\circ f)(x) = x + 10 &nbsp;\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "583c9d5571e48259210191f7"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52824f",
              "learningObjectiveId": "mc3-objective%3A14995%40MIT-OEIT",
              "text": "<p>Let \\( f(x) = x + 5 \\) and \\( g(x) = x-5 &nbsp;\\). What are&nbsp;\\( (f \\circ g)(x) \\) and \\( (g \\circ f)(x) \\)?</p>\n",
              "description": "",
              "displayName": "Copy of Compose two functions #2",
              "itemId": "assessment.Item%3A583c9d5571e48259210191e8%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409a51"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 3,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "4",
              "instanceId": "46046994-b4a9",
              "id": "58b49f97f92055c2fd409967",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40996a",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528368"
                  ],
                  "_id": "58b49f97f92055c2fd40996a",
                  "feedback": "",
                  "text": "<p>\\( (f \\circ g)(x) = x +3 \\) and \\( (g \\circ f)(x) = \\frac{x+2}{x-1} + 1 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "583f2a7b71e482974e51743a"
                },
                {
                  "id": "58b49f97f92055c2fd409968",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528368"
                  ],
                  "_id": "58b49f97f92055c2fd409968",
                  "feedback": "",
                  "text": "<p>\\( (f \\circ g)(x) = \\frac{2x+1}{x-1} \\) and \\( (g \\circ f)(x) = \\frac{x+3}{x} \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "583f2a7b71e482974e51743c"
                },
                {
                  "id": "58b49f97f92055c2fd409969",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528368"
                  ],
                  "_id": "58b49f97f92055c2fd409969",
                  "feedback": "",
                  "text": "<p>\\( (f \\circ g)(x) = \\frac{x+3}{x-1} \\) and \\( (g \\circ f)(x) = \\frac{x+2}{x-1} + 1 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "583f2a7b71e482974e51743b"
                },
                {
                  "id": "58b49f97f92055c2fd40996b",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40996b",
                  "feedback": "",
                  "text": "<p>\\( (f \\circ g)(x) = \\frac{x+3}{x} \\) and \\( (g \\circ f)(x) = \\frac{2x+1}{x-1} \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "583f2a7b71e482974e517439"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52824f",
              "learningObjectiveId": "mc3-objective%3A14995%40MIT-OEIT",
              "text": "<p>Let \\( f(x) = \\frac{x+2}{x-1}&nbsp;\\) and \\( g(x) = x+1 &nbsp;\\). What are&nbsp;\\( (f \\circ g)(x) \\) and \\( (g \\circ f)(x) \\)?</p>\n",
              "description": "",
              "displayName": "Copy of Compose two functions #4",
              "itemId": "assessment.Item%3A583f2a7b71e482974e51742c%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409967"
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          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 3,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "6",
              "instanceId": "1d65530d-d8ee",
              "id": "58b49f97f92055c2fd409dee",
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              "choices": [
                {
                  "id": "58b49f97f92055c2fd409df0",
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                    "58a8a02e0895cd3f6b528368"
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                  "_id": "58b49f97f92055c2fd409df0",
                  "feedback": "",
                  "text": "<p>\\( (f \\circ g)(x) = 9x^2 + 30x + 25 \\) and \\( (g \\circ f)(x) = 3x^2 + 5 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "580a177471e4828f61e53ab7"
                },
                {
                  "id": "58b49f97f92055c2fd409df1",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528233"
                  ],
                  "_id": "58b49f97f92055c2fd409df1",
                  "feedback": "",
                  "text": "<p>\\( (f \\circ g)(x) = 3x^2 + 5 \\) and \\( (g \\circ f)(x) = 3x^2 + 30x + 25 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "580a177471e4828f61e53ab6"
                },
                {
                  "id": "58b49f97f92055c2fd409def",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528368"
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                  "_id": "58b49f97f92055c2fd409def",
                  "feedback": "",
                  "text": "<p>\\( (f \\circ g)(x) = 3x^3 + 5x^2 \\) and \\( (g \\circ f)(x) = 3x^3 + 5x^2 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "580a177471e4828f61e53ab8"
                },
                {
                  "id": "58b49f97f92055c2fd409df2",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409df2",
                  "feedback": "",
                  "text": "<p>\\( (f \\circ g)(x) = 3x^2 + 5 \\) and \\( (g \\circ f)(x) = 9x^2 + 30x + 25 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "580a177471e4828f61e53ab5"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52824f",
              "learningObjectiveId": "mc3-objective%3A14995%40MIT-OEIT",
              "text": "<p>Let \\( f(x) = 3x + 5 \\) and \\( g(x) = x^2 \\). What are&nbsp;\\( (f \\circ g)(x) \\) and \\( (g \\circ f)(x) \\)?</p>\n",
              "description": "",
              "displayName": "Compose two functions",
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        ],
        [
          [
            {
              "targetIndex": 0,
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              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "d11169ed-3655",
              "id": "58b49f96f92055c2fd4096e1",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4096e5",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4096e5",
                  "feedback": "",
                  "text": "<p>its magnitude.</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "586aa7fd71e482d81a43d8fc"
                },
                {
                  "id": "58b49f96f92055c2fd4096e4",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4096e4",
                  "feedback": "",
                  "text": "<p>its reciprocal.</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "586aa7fd71e482d81a43d8fd"
                },
                {
                  "id": "58b49f96f92055c2fd4096e3",
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                  "_id": "58b49f96f92055c2fd4096e3",
                  "feedback": "",
                  "text": "<p>opposite in sign.</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "586aa7fd71e482d81a43d8fe"
                },
                {
                  "id": "58b49f96f92055c2fd4096e2",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4096e2",
                  "feedback": "",
                  "text": "<p>its negative reciprocal.</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "586aa7fd71e482d81a43d8ff"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528256",
              "learningObjectiveId": "mc3-objective%3A15336%40MIT-OEIT",
              "text": "<p>The absolute value of a quantity is always...</p>\n",
              "description": "",
              "displayName": "Copy of Define absolute value",
              "itemId": "assessment.Item%3A586aa7fd71e482d81a43d8ef%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4096e1"
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        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 5,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "60cc76a5-8dab",
              "id": "58b49f97f92055c2fd4097e6",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd4097e8",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd4097e8",
                  "feedback": "",
                  "text": "<p>\\( 7x + 8&nbsp;\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5849b10d71e482e47b7d76be"
                },
                {
                  "id": "58b49f97f92055c2fd4097ea",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd4097ea",
                  "feedback": "",
                  "text": "<p>\\( x + 8 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5849b10d71e482e47b7d76bc"
                },
                {
                  "id": "58b49f97f92055c2fd4097e7",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd4097e7",
                  "feedback": "",
                  "text": "<p>\\( 7x - 8 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5849b10d71e482e47b7d76bf"
                },
                {
                  "id": "58b49f97f92055c2fd4097e9",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd4097e9",
                  "feedback": "",
                  "text": "<p>\\( x - 8\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5849b10d71e482e47b7d76bd"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282be",
              "learningObjectiveId": "mc3-objective%3A15133%40MIT-OEIT",
              "text": "<p>Let \\( f(x) = 4x -8 \\) and \\( g(x) = 3x -&nbsp;16 \\). Find \\( (f-g)(x) \\).</p>\n",
              "description": "",
              "displayName": "Copy of Find the difference of two functions",
              "itemId": "assessment.Item%3A5849b10d71e482e47b7d76af%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd4097e6"
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          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 6,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "f0d4659a-9941",
              "id": "58b49f97f92055c2fd40a0f1",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a0f3",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a0f3",
                  "feedback": "",
                  "text": "<p>intersection</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "57bda2b271e482b4e5522199"
                },
                {
                  "id": "58b49f97f92055c2fd40a0f2",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a0f2",
                  "feedback": "",
                  "text": "<p>union</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "57bda2b271e482b4e552219a"
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              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528275",
              "learningObjectiveId": "mc3-objective%3A14674%40MIT-OEIT",
              "text": "<p>While solving \\( | 6x+3 | \\leq 7\\), you write the following equivalent inequalities:&nbsp;</p>\n\n<table border=\"0\" cellpadding=\"1\" cellspacing=\"1\" style=\"width: 288px;\">\n\t<tbody>\n\t\t<tr>\n\t\t\t<td style=\"width: 122px;\">\\( 6x+3 \\leq 7 \\)</td>\n\t\t\t<td style=\"width: 153px;\">&nbsp;\\( 6x+3 \\geq -7 \\)</td>\n\t\t</tr>\n\t</tbody>\n</table>\n\n<p>&nbsp;</p>\n\n<p>Will the solution to&nbsp; \\( | 6x+3 | \\leq 7\\) be a union or intersection? Hint: Use a number line.</p>\n",
              "description": "",
              "displayName": "Waypoint: Determine if compound inequality is union or intersection (#1)",
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              "_id": "58b49f97f92055c2fd40a0f1"
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        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 7,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "62b801fb-0436",
              "id": "58b49f97f92055c2fd409ec4",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd409ec8",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409ec8",
                  "feedback": "",
                  "text": "<p>\\( c = \\log_b a \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "57f518f371e482499fa84065"
                },
                {
                  "id": "58b49f97f92055c2fd409ec6",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528375"
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                  "_id": "58b49f97f92055c2fd409ec6",
                  "feedback": "",
                  "text": "<p>\\( c = \\log_a b \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "57f518f371e482499fa84067"
                },
                {
                  "id": "58b49f97f92055c2fd409ec5",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528375"
                  ],
                  "_id": "58b49f97f92055c2fd409ec5",
                  "feedback": "",
                  "text": "<p>\\( b = \\log_c a \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "57f518f371e482499fa84068"
                },
                {
                  "id": "58b49f97f92055c2fd409ec7",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528375"
                  ],
                  "_id": "58b49f97f92055c2fd409ec7",
                  "feedback": "",
                  "text": "<p>\\( a = \\log_b c \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "57f518f371e482499fa84066"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528251",
              "learningObjectiveId": "mc3-objective%3A14345%40MIT-OEIT",
              "text": "<p>Convert the equation \\( b^c = a \\) to a logarithmic equation.</p>\n",
              "description": "",
              "displayName": "Copy of Convert an exponential to a logarithm #1",
              "itemId": "assessment.Item%3A57f518f371e482499fa84058%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409ec4"
            }
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        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 8,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "d6952b11-76c7",
              "id": "58b49f96f92055c2fd40957e",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409581",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282fd"
                  ],
                  "_id": "58b49f96f92055c2fd409581",
                  "feedback": "",
                  "text": "<p>quadratic</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "586fff2d71e4826301384873"
                },
                {
                  "id": "58b49f96f92055c2fd409580",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282fd"
                  ],
                  "_id": "58b49f96f92055c2fd409580",
                  "feedback": "",
                  "text": "<p>cubic</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "586fff2d71e4826301384874"
                },
                {
                  "id": "58b49f96f92055c2fd40957f",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282fd"
                  ],
                  "_id": "58b49f96f92055c2fd40957f",
                  "feedback": "",
                  "text": "<p>linear</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "586fff2d71e4826301384875"
                },
                {
                  "id": "58b49f96f92055c2fd409582",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409582",
                  "feedback": "",
                  "text": "<p>quartic</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "586fff2d71e4826301384872"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52824a",
              "learningObjectiveId": "mc3-objective%3A14293%40MIT-OEIT",
              "text": "<p>Classify the following function as linear, quadratic, cubic, or quartic.</p>\n\n<p>\\( f(x) = -12x^4&nbsp;+ 8x^2 -3\\)</p>\n",
              "description": "",
              "displayName": "Copy of Classify the polynomial as constant, linear, quadratic #3",
              "itemId": "assessment.Item%3A586fff2d71e4826301384865%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd40957e"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 8,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "5",
              "instanceId": "ff728a4f-59af",
              "id": "58b49f96f92055c2fd409578",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409579",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282fd"
                  ],
                  "_id": "58b49f96f92055c2fd409579",
                  "feedback": "",
                  "text": "<p>linear</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "586fffe071e4826301384926"
                },
                {
                  "id": "58b49f96f92055c2fd40957c",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd40957c",
                  "feedback": "",
                  "text": "<p>constant</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "586fffe071e4826301384923"
                },
                {
                  "id": "58b49f96f92055c2fd40957a",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282fd"
                  ],
                  "_id": "58b49f96f92055c2fd40957a",
                  "feedback": "",
                  "text": "<p>cubic</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "586fffe071e4826301384925"
                },
                {
                  "id": "58b49f96f92055c2fd40957b",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282fd"
                  ],
                  "_id": "58b49f96f92055c2fd40957b",
                  "feedback": "",
                  "text": "<p>quadratic</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "586fffe071e4826301384924"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52824a",
              "learningObjectiveId": "mc3-objective%3A14293%40MIT-OEIT",
              "text": "<p>Classify the following function as constant, linear, quadratic, or cubic.</p>\n\n<p>\\( g(x) = 7\\)</p>\n",
              "description": "",
              "displayName": "Copy of Classify the polynomial as constant, linear, quadratic #4",
              "itemId": "assessment.Item%3A586fffe071e4826301384916%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409578"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 8,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "6",
              "instanceId": "f6c67141-4e60",
              "id": "58b49f97f92055c2fd40a3bd",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a3c1",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a3c1",
                  "feedback": "",
                  "text": "<p>cubic</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "575869dee7dde0ab17fa86d9"
                },
                {
                  "id": "58b49f97f92055c2fd40a3c0",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282fd"
                  ],
                  "_id": "58b49f97f92055c2fd40a3c0",
                  "feedback": "",
                  "text": "<p>linear</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "575869dee7dde0ab17fa86da"
                },
                {
                  "id": "58b49f97f92055c2fd40a3bf",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282fd"
                  ],
                  "_id": "58b49f97f92055c2fd40a3bf",
                  "feedback": "",
                  "text": "<p>quadratic</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "575869dee7dde0ab17fa86db"
                },
                {
                  "id": "58b49f97f92055c2fd40a3be",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282fd"
                  ],
                  "_id": "58b49f97f92055c2fd40a3be",
                  "feedback": "",
                  "text": "<p>quartic</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "575869dee7dde0ab17fa86dc"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52824a",
              "learningObjectiveId": "mc3-objective%3A14293%40MIT-OEIT",
              "text": "<p>Classify the following function as linear, quadratic, cubic, or quartic.</p>\n\n<p>\\( f(x) = 4x^3 -8x^2 +6 \\)</p>\n",
              "description": "",
              "displayName": "Classify the polynomial as constant, linear, quadratic, etc",
              "itemId": "assessment.Item%3A575869dee7dde0ab17fa86cc%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a3bd"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 9,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "c1c10523-7747",
              "id": "58b49f97f92055c2fd40a074",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a077",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528316"
                  ],
                  "_id": "58b49f97f92055c2fd40a077",
                  "feedback": "",
                  "text": "<p>\\(x=\\frac{-1}{3}\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "57d038b971e482d888d0cf41"
                },
                {
                  "id": "58b49f97f92055c2fd40a078",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a078",
                  "feedback": "",
                  "text": "<p>\\(x=7\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "57d038b971e482d888d0cf40"
                },
                {
                  "id": "58b49f97f92055c2fd40a075",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52824b"
                  ],
                  "_id": "58b49f97f92055c2fd40a075",
                  "feedback": "",
                  "text": "<p>no solution</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "57d052a571e482d888d0d03c"
                },
                {
                  "id": "58b49f97f92055c2fd40a076",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528362"
                  ],
                  "_id": "58b49f97f92055c2fd40a076",
                  "feedback": "",
                  "text": "<p>\\(x=-1\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "57d038b971e482d888d0cf42"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528358",
              "learningObjectiveId": "mc3-objective%3A14805%40MIT-OEIT",
              "text": "<p>Solve \\(\\frac{1}{x-2} =&nbsp;\\frac{2}{x+3}\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Solve rational equation",
              "itemId": "assessment.Item%3A57d038b971e482d888d0cf33%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a074"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 9,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "a1690469-cae5",
              "id": "58b49f97f92055c2fd40a06e",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a072",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a072",
                  "feedback": "",
                  "text": "<p>no solution</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "57d053bb71e482d888d0d05b"
                },
                {
                  "id": "58b49f97f92055c2fd40a070",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528316"
                  ],
                  "_id": "58b49f97f92055c2fd40a070",
                  "feedback": "",
                  "text": "<p>\\(m=\\frac{2}{5}\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "57d053bb71e482d888d0d05d"
                },
                {
                  "id": "58b49f97f92055c2fd40a06f",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52824b"
                  ],
                  "_id": "58b49f97f92055c2fd40a06f",
                  "feedback": "",
                  "text": "<p>\\(m=i\\sqrt{2}\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "57d053bb71e482d888d0d05e"
                },
                {
                  "id": "58b49f97f92055c2fd40a071",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282f6"
                  ],
                  "_id": "58b49f97f92055c2fd40a071",
                  "feedback": "",
                  "text": "<p>\\(m=2\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "57d053bb71e482d888d0d05c"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528358",
              "learningObjectiveId": "mc3-objective%3A14805%40MIT-OEIT",
              "text": "<p>Solve \\(\\frac{12}{m(m-2)}+\\frac{4}{m} =&nbsp;\\frac{6}{m-2}\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Solve rational equation #3",
              "itemId": "assessment.Item%3A57d053bb71e482d888d0d04e%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a06e"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 9,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "6",
              "instanceId": "983c98dd-d778",
              "id": "58b49f97f92055c2fd40a3f9",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a3fd",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a3fd",
                  "feedback": "",
                  "text": "<p>\\( A = \\frac{BC}{B+C} \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "57556fdbe7dde01ca5cf7c4f"
                },
                {
                  "id": "58b49f97f92055c2fd40a3fa",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52824b"
                  ],
                  "_id": "58b49f97f92055c2fd40a3fa",
                  "feedback": "",
                  "text": "<p>\\( A = \\frac{B-C}{BC}&nbsp;\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "57556fdbe7dde01ca5cf7c52"
                },
                {
                  "id": "58b49f97f92055c2fd40a3fb",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52824b"
                  ],
                  "_id": "58b49f97f92055c2fd40a3fb",
                  "feedback": "",
                  "text": "<p>\\( A = \\frac{B + C}{2} \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "57556fdbe7dde01ca5cf7c51"
                },
                {
                  "id": "58b49f97f92055c2fd40a3fc",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52824b"
                  ],
                  "_id": "58b49f97f92055c2fd40a3fc",
                  "feedback": "",
                  "text": "<p>\\( A = \\frac{B}{B+C} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "57556fdbe7dde01ca5cf7c50"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528358",
              "learningObjectiveId": "mc3-objective%3A14805%40MIT-OEIT",
              "text": "<p>Solve the equation \\( \\frac{1}{A} = \\frac{1}{B} + \\frac{1}{C} \\) for \\( A \\).</p>\n",
              "description": "",
              "displayName": "Manipulate fractional equations",
              "itemId": "assessment.Item%3A57556fdbe7dde01ca5cf7c42%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a3f9"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 10,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "970ae292-99bb",
              "id": "58b49f96f92055c2fd4093e1",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4093e3",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4093e3",
                  "feedback": "",
                  "text": "<p>\\( -1, 1, 3+4i, 3-4i \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "58791ac571e482663203c0c7"
                },
                {
                  "id": "58b49f96f92055c2fd4093e4",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4093e4",
                  "feedback": "",
                  "text": "<p>\\( -1, 2, 6, -1-2i, -1+2i \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "58791ac571e482663203c0c6"
                },
                {
                  "id": "58b49f96f92055c2fd4093e5",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4093e5",
                  "feedback": "",
                  "text": "<p>\\( -2, 0, 1+3i, -1+3i&nbsp;\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "58791ac571e482663203c0c5"
                },
                {
                  "id": "58b49f96f92055c2fd4093e2",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4093e2",
                  "feedback": "",
                  "text": "<p>\\( 0, 2 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "58791ac571e482663203c0c8"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52836f",
              "learningObjectiveId": "mc3-objective%3A14859%40MIT-OEIT",
              "text": "<p>Which of the following sets of roots could NOT be the roots of a polynomial with real coefficients?</p>\n",
              "description": "",
              "displayName": "Copy of Understand that polynomials with real coefficients have complex roots in conjugate pairs #3",
              "itemId": "assessment.Item%3A58791ac571e482663203c0b8%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4093e1"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 10,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "5",
              "instanceId": "a1eb0383-57e2",
              "id": "58b49f96f92055c2fd4093d5",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4093d6",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4093d6",
                  "feedback": "",
                  "text": "<p>\\( 1+3i, -1+3i \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "58791bc171e482663203c166"
                },
                {
                  "id": "58b49f96f92055c2fd4093d9",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4093d9",
                  "feedback": "",
                  "text": "<p>\\( -2+i, -2-i, 1-3i, 1+3i \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "58791bc171e482663203c163"
                },
                {
                  "id": "58b49f96f92055c2fd4093d8",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4093d8",
                  "feedback": "",
                  "text": "<p>\\( -1,&nbsp;-3-2i, -1+4i \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "58791bc171e482663203c164"
                },
                {
                  "id": "58b49f96f92055c2fd4093d7",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4093d7",
                  "feedback": "",
                  "text": "<p>\\( 0, 3-2i, 3-4i \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "58791bc171e482663203c165"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52836f",
              "learningObjectiveId": "mc3-objective%3A14859%40MIT-OEIT",
              "text": "<p>Which of the following sets of roots could&nbsp;be the roots of a polynomial with real coefficients?</p>\n",
              "description": "",
              "displayName": "Copy of Understand that polynomials with real coefficients have complex roots in conjugate pairs #3",
              "itemId": "assessment.Item%3A58791bc171e482663203c156%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4093d5"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 10,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "6",
              "instanceId": "907d45da-e60c",
              "id": "58b49f97f92055c2fd409f6d",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd409f70",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409f70",
                  "feedback": "",
                  "text": "<p>\\( -1, 5, 6, -1-2i, -1+2i \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "57dc1ad571e482c970380120"
                },
                {
                  "id": "58b49f97f92055c2fd409f71",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409f71",
                  "feedback": "",
                  "text": "<p>\\( 2, 3+4i, 3-2i \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "57dc1ad571e482c97038011f"
                },
                {
                  "id": "58b49f97f92055c2fd409f6f",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409f6f",
                  "feedback": "",
                  "text": "<p>\\( 0, 1 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "57dc1ad571e482c970380121"
                },
                {
                  "id": "58b49f97f92055c2fd409f6e",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409f6e",
                  "feedback": "",
                  "text": "<p>\\( 6+3i, 6-3i \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "57dc1ad571e482c970380122"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52836f",
              "learningObjectiveId": "mc3-objective%3A14859%40MIT-OEIT",
              "text": "<p>Which of the following sets of roots could NOT be the roots of a polynomial with real coefficients?</p>\n",
              "description": "",
              "displayName": "Understand that polynomials with real coefficients have complex roots in conjugate pairs",
              "itemId": "assessment.Item%3A57dc1ad571e482c970380112%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409f6d"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 11,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "3d28e691-e52c",
              "id": "58b49f97f92055c2fd409871",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd409874",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52830c"
                  ],
                  "_id": "58b49f97f92055c2fd409874",
                  "feedback": "",
                  "text": "<p>\\( [1, \\infty)&nbsp;\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5840796b71e482974e518563"
                },
                {
                  "id": "58b49f97f92055c2fd409872",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528230"
                  ],
                  "_id": "58b49f97f92055c2fd409872",
                  "feedback": "",
                  "text": "<p>\\( [2, \\infty) \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5840796b71e482974e518565"
                },
                {
                  "id": "58b49f97f92055c2fd409875",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409875",
                  "feedback": "",
                  "text": "<p>\\( (-\\infty, 1]&nbsp;\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5840796b71e482974e518562"
                },
                {
                  "id": "58b49f97f92055c2fd409873",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528230"
                  ],
                  "_id": "58b49f97f92055c2fd409873",
                  "feedback": "",
                  "text": "<p>\\( (-\\infty, 2]&nbsp;\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5840796b71e482974e518564"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528353",
              "learningObjectiveId": "mc3-objective%3A14636%40MIT-OEIT",
              "text": "<p>Solve the following inequality. State your answer&nbsp;in interval notation.</p>\n\n<p>\\(12-8y&nbsp;\\geq 10y-6&nbsp;\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Solve linear inequality, interval notation #5",
              "itemId": "assessment.Item%3A5840796b71e482974e518555%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409871"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 11,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "aea08219-59f9",
              "id": "58b49f97f92055c2fd40a1ea",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a1ed",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528328"
                  ],
                  "_id": "58b49f97f92055c2fd40a1ed",
                  "feedback": "",
                  "text": "<p>\\( (\\frac{5}{6}, \\infty) \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "57b47bcc71e4823fbc2f59be"
                },
                {
                  "id": "58b49f97f92055c2fd40a1eb",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528323"
                  ],
                  "_id": "58b49f97f92055c2fd40a1eb",
                  "feedback": "",
                  "text": "<p>\\( [\\frac {5}{6}, \\infty) \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "57b47bcc71e4823fbc2f59c0"
                },
                {
                  "id": "58b49f97f92055c2fd40a1ec",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528323"
                  ],
                  "_id": "58b49f97f92055c2fd40a1ec",
                  "feedback": "",
                  "text": "<p>\\( (-\\infty, \\frac {5}{6}] \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "57b47bcc71e4823fbc2f59bf"
                },
                {
                  "id": "58b49f97f92055c2fd40a1ee",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a1ee",
                  "feedback": "",
                  "text": "<p>\\( (-\\infty, \\frac {5}{6}) \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "57b47bcc71e4823fbc2f59bd"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528353",
              "learningObjectiveId": "mc3-objective%3A14636%40MIT-OEIT",
              "text": "<p>Solve the following inequality. State your answer&nbsp;in interval notation.</p>\n\n<p>\\(6x +2 &lt; 7&nbsp;\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Solve first degree inequality",
              "itemId": "assessment.Item%3A57b47bcc71e4823fbc2f59b0%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a1ea"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 11,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "4",
              "instanceId": "0f6c2106-a761",
              "id": "58b49f97f92055c2fd40987d",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40987e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528323"
                  ],
                  "_id": "58b49f97f92055c2fd40987e",
                  "feedback": "",
                  "text": "<p>\\( [4, \\infty) \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "58404d1f71e482974e518107"
                },
                {
                  "id": "58b49f97f92055c2fd409880",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528328"
                  ],
                  "_id": "58b49f97f92055c2fd409880",
                  "feedback": "",
                  "text": "<p>\\( (4, \\infty) \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "58404d1f71e482974e518105"
                },
                {
                  "id": "58b49f97f92055c2fd40987f",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528323"
                  ],
                  "_id": "58b49f97f92055c2fd40987f",
                  "feedback": "",
                  "text": "<p>\\( (-\\infty, 4]&nbsp;\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "58404d1f71e482974e518106"
                },
                {
                  "id": "58b49f97f92055c2fd409881",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409881",
                  "feedback": "",
                  "text": "<p>\\( (-\\infty, 4) \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "58404d1f71e482974e518104"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528353",
              "learningObjectiveId": "mc3-objective%3A14636%40MIT-OEIT",
              "text": "<p>Solve the following inequality. State your answer&nbsp;in interval notation.</p>\n\n<p>\\(4x + 4&nbsp;&lt; 20&nbsp;\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Solve linear inequality, interval notation - #2",
              "itemId": "assessment.Item%3A58404d1f71e482974e5180f7%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40987d"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 12,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "5beef225-ff16",
              "id": "58b49f96f92055c2fd409729",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd40972b",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282ae"
                  ],
                  "_id": "58b49f96f92055c2fd40972b",
                  "feedback": "",
                  "text": "<p>2</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "585c31a571e4827881e1cd49"
                },
                {
                  "id": "58b49f96f92055c2fd40972c",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528258"
                  ],
                  "_id": "58b49f96f92055c2fd40972c",
                  "feedback": "",
                  "text": "<p>4</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "585c31a571e4827881e1cd48"
                },
                {
                  "id": "58b49f96f92055c2fd40972d",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd40972d",
                  "feedback": "",
                  "text": "<p>-1</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "585c31a571e4827881e1cd47"
                },
                {
                  "id": "58b49f96f92055c2fd40972a",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52830f"
                  ],
                  "_id": "58b49f96f92055c2fd40972a",
                  "feedback": "",
                  "text": "<p>3</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "585c31a571e4827881e1cd4a"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528357",
              "learningObjectiveId": "mc3-objective%3A14885%40MIT-OEIT",
              "text": "<p>Which of the following is an <strong>extraneous solution</strong> for the equation below?</p>\n\n<p>\\( \\sqrt{x+5} + 1&nbsp;= x\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Radical Eqns - Extraneous Soln #3",
              "itemId": "assessment.Item%3A585c31a571e4827881e1cd3a%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409729"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 12,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "5a4ef82a-b36f",
              "id": "58b49f97f92055c2fd40a49b",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a49e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52830f"
                  ],
                  "_id": "58b49f97f92055c2fd40a49e",
                  "feedback": "",
                  "text": "<p>-5</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "57336ad0e7dde0e92385f61f"
                },
                {
                  "id": "58b49f97f92055c2fd40a49f",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a49f",
                  "feedback": "",
                  "text": "<p>-4</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "57336ad0e7dde0e92385f61e"
                },
                {
                  "id": "58b49f97f92055c2fd40a49c",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52830f"
                  ],
                  "_id": "58b49f97f92055c2fd40a49c",
                  "feedback": "",
                  "text": "<p>6</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "57336ad0e7dde0e92385f621"
                },
                {
                  "id": "58b49f97f92055c2fd40a49d",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528258"
                  ],
                  "_id": "58b49f97f92055c2fd40a49d",
                  "feedback": "",
                  "text": "<p>7</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "57336ad0e7dde0e92385f620"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528357",
              "learningObjectiveId": "mc3-objective%3A14885%40MIT-OEIT",
              "text": "<p>Which of the following is an <strong>extraneous solution</strong> for the equation below?</p>\n\n<p>\\( \\sqrt{x+29} + 1 = x\\)</p>\n",
              "description": "",
              "displayName": "Radical Eqns - Extraneous Soln",
              "itemId": "assessment.Item%3A57336ad0e7dde0e92385f611%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a49b"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 12,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "5",
              "instanceId": "71dc33a2-4907",
              "id": "58b49f96f92055c2fd40971d",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd40971e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528316"
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                  "_id": "58b49f96f92055c2fd40971e",
                  "feedback": "",
                  "text": "<p>6</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "585c361271e4827881e1cdd4"
                },
                {
                  "id": "58b49f96f92055c2fd40971f",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528316"
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                  "_id": "58b49f96f92055c2fd40971f",
                  "feedback": "",
                  "text": "<p>3</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "585c361271e4827881e1cdd3"
                },
                {
                  "id": "58b49f96f92055c2fd409720",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528258"
                  ],
                  "_id": "58b49f96f92055c2fd409720",
                  "feedback": "",
                  "text": "<p>7</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "585c361271e4827881e1cdd2"
                },
                {
                  "id": "58b49f96f92055c2fd409721",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409721",
                  "feedback": "",
                  "text": "<p>2</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "585c361271e4827881e1cdd1"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528357",
              "learningObjectiveId": "mc3-objective%3A14885%40MIT-OEIT",
              "text": "<p>Which of the following is an <strong>extraneous solution</strong> for the equation below?</p>\n\n<p>\\( \\sqrt{x+2} + 4&nbsp;= x\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Radical Eqns - Extraneous Soln #5",
              "itemId": "assessment.Item%3A585c361271e4827881e1cdc4%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd40971d"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 13,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "31328cbb-ac7b",
              "id": "58b49f96f92055c2fd4092a9",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4092ac",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4092ac",
                  "feedback": "",
                  "text": "<p>Center: \\((-h,-k)\\)</p>\n\n<p>Radius: \\(r\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5889141471e482630d2c0600"
                },
                {
                  "id": "58b49f96f92055c2fd4092ab",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4092ab",
                  "feedback": "",
                  "text": "<p>Center: \\((h,k)\\)</p>\n\n<p>Radius: \\(r^2\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5889141471e482630d2c0601"
                },
                {
                  "id": "58b49f96f92055c2fd4092ad",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4092ad",
                  "feedback": "",
                  "text": "<p>Center: \\((h,k)\\)</p>\n\n<p>Radius: \\(r\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5889141471e482630d2c05ff"
                },
                {
                  "id": "58b49f96f92055c2fd4092aa",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4092aa",
                  "feedback": "",
                  "text": "<p>Center: \\((-h,-k)\\)</p>\n\n<p>Radius: \\(\\sqrt r\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5889151271e482630d2c061d"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528360",
              "learningObjectiveId": "mc3-objective%3A15071%40MIT-OEIT",
              "text": "<p>Identify the center and radius in the standard from of the equation of a circle: \\( (x-h)^2+(y-k)^2=r^2\\)</p>\n",
              "description": "",
              "displayName": "Copy of Waypoint: Distance formula",
              "itemId": "assessment.Item%3A5889141471e482630d2c05f2%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4092a9"
            }
          ],
          [
            {
              "targetIndex": 1,
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              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "e29ad8fa-7d34",
              "id": "58b49f97f92055c2fd409b30",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd409b33",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409b33",
                  "feedback": "",
                  "text": "<p>\\( (x+h)^2 + (y+k)^2 = r^2\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5835aec171e4826f9bb1ca1d"
                },
                {
                  "id": "58b49f97f92055c2fd409b32",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409b32",
                  "feedback": "",
                  "text": "<p>\\( (x-h)^2 + (y-k)^2 = r \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5835aec171e4826f9bb1ca1e"
                },
                {
                  "id": "58b49f97f92055c2fd409b34",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409b34",
                  "feedback": "",
                  "text": "<p>\\( (x-h)^2 + (y-k)^2 = r^2\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5835aec171e4826f9bb1ca1c"
                },
                {
                  "id": "58b49f97f92055c2fd409b31",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409b31",
                  "feedback": "",
                  "text": "<p>\\( (x+h)^2 + (y+k)^2 = r \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5835af9b71e4826f9bb1ca3a"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528360",
              "learningObjectiveId": "mc3-objective%3A15071%40MIT-OEIT",
              "text": "<p>Which of the following is the standard form for the equation of a circle with center \\((h,k)\\) and a radius \\(r\\)?</p>\n",
              "description": "",
              "displayName": "Copy of Standard form for equation of a circle",
              "itemId": "assessment.Item%3A5835aec171e4826f9bb1ca0f%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409b30"
            }
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        ],
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          [
            {
              "targetIndex": 0,
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              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "c819f52d-e5ff",
              "id": "58b49f97f92055c2fd40998b",
              "__v": 0,
              "choices": [
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                  "_id": "58b49f97f92055c2fd40998d",
                  "feedback": "",
                  "text": "<p>2 beers</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "583f22b971e482974e51729d"
                },
                {
                  "id": "58b49f97f92055c2fd40998e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282b2"
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                  "_id": "58b49f97f92055c2fd40998e",
                  "feedback": "",
                  "text": "<p>64 beers</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "583f22b971e482974e51729c"
                },
                {
                  "id": "58b49f97f92055c2fd40998c",
                  "confusedOutcomes": [
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                  "_id": "58b49f97f92055c2fd40998c",
                  "feedback": "",
                  "text": "<p>4 beers</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "583f22b971e482974e51729e"
                },
                {
                  "id": "58b49f97f92055c2fd40998f",
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                  "_id": "58b49f97f92055c2fd40998f",
                  "feedback": "",
                  "text": "<p>8 beers</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "583f22b971e482974e51729b"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52834b",
              "learningObjectiveId": "mc3-objective%3A15151%40MIT-OEIT",
              "text": "<p>Beatrice&#39;s brewpub analyzed their sales data for the last year and found that the number of beers sold in a day \\( b \\) varies directly with the square of the temperature above 68 degrees F \\(t \\) and inversely with the number of events happening on campus \\( e \\). Over the summer, when \\( e = 1 \\) and \\( t = 12 \\), they sold \\( b = 288 \\) beers in one day! How many beers should Beatrice expect to sell on a day with 4 events and a temperature of 72 degrees?</p>\n",
              "description": "",
              "displayName": "Copy of Solve applied problems involving variation #1",
              "itemId": "assessment.Item%3A583f22b971e482974e51728e%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40998b"
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              "referenceNumber": "4",
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              "id": "58b49f97f92055c2fd409985",
              "__v": 0,
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                  "id": "58b49f97f92055c2fd409988",
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                  "_id": "58b49f97f92055c2fd409988",
                  "feedback": "",
                  "text": "<p>\\( k = \\frac{1}{2} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "583f23ee71e482974e5172dd"
                },
                {
                  "id": "58b49f97f92055c2fd409989",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409989",
                  "feedback": "",
                  "text": "<p>\\( k = 800 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "583f23ee71e482974e5172dc"
                },
                {
                  "id": "58b49f97f92055c2fd409987",
                  "confusedOutcomes": [
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                  "_id": "58b49f97f92055c2fd409987",
                  "feedback": "",
                  "text": "<p>\\( k = 2 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "583f23ee71e482974e5172de"
                },
                {
                  "id": "58b49f97f92055c2fd409986",
                  "confusedOutcomes": [
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                  "_id": "58b49f97f92055c2fd409986",
                  "feedback": "",
                  "text": "<p>\\( k = 4 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "583f23ee71e482974e5172df"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52834b",
              "learningObjectiveId": "mc3-objective%3A15151%40MIT-OEIT",
              "text": "<p>A machine&#39;s lifetime varies inversely with the number of times it is used each year. A machine that lasted 20 years was used 40 times per year. What is the constant of proportionality in this relation?</p>\n",
              "description": "",
              "displayName": "Copy of Solve applied problems involving variation #2",
              "itemId": "assessment.Item%3A583f23ee71e482974e5172cf%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409985"
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          ],
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            {
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              "referenceNumber": "6",
              "instanceId": "951994cd-b7fb",
              "id": "58b49f97f92055c2fd409c1b",
              "__v": 0,
              "choices": [
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                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282b3"
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                  "_id": "58b49f97f92055c2fd409c1c",
                  "feedback": "",
                  "text": "<p>\\( k = 6 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "582b682a71e4822a2a057550"
                },
                {
                  "id": "58b49f97f92055c2fd409c1f",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409c1f",
                  "feedback": "",
                  "text": "<p>\\( k = 4 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "582b682a71e4822a2a05754d"
                },
                {
                  "id": "58b49f97f92055c2fd409c1e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282b3"
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                  "_id": "58b49f97f92055c2fd409c1e",
                  "feedback": "",
                  "text": "<p>\\( k =\\frac{1}{4} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "582b682a71e4822a2a05754e"
                },
                {
                  "id": "58b49f97f92055c2fd409c1d",
                  "confusedOutcomes": [
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                  "_id": "58b49f97f92055c2fd409c1d",
                  "feedback": "",
                  "text": "<p>\\( k = 16 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "582b682a71e4822a2a05754f"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52834b",
              "learningObjectiveId": "mc3-objective%3A15151%40MIT-OEIT",
              "text": "<p>Hooke&#39;s law describes the force of a compressed spring where the force varies directly with the displacement of the spring. When the spring is displaced by 2 meters, it applies a force of 8 Newtons. What is the constant of proportionality for the spring?</p>\n",
              "description": "",
              "displayName": "Solve applied problems involving variation",
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              "_id": "58b49f97f92055c2fd409c1b"
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        ],
        [
          [
            {
              "targetIndex": 0,
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              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "09300b64-aa9e",
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              "__v": 0,
              "choices": [
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                  "id": "58b49f97f92055c2fd4098af",
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                  "_id": "58b49f97f92055c2fd4098af",
                  "feedback": "",
                  "text": "<p>\\(x &gt; -6\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "58403cec71e482974e517e5e"
                },
                {
                  "id": "58b49f97f92055c2fd4098ae",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52830c"
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                  "_id": "58b49f97f92055c2fd4098ae",
                  "feedback": "",
                  "text": "<p>\\(x &lt; -6\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "58403cec71e482974e517e5f"
                },
                {
                  "id": "58b49f97f92055c2fd4098b1",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd4098b1",
                  "feedback": "",
                  "text": "<p>\\(x &lt; 6\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "58403cec71e482974e517e5c"
                },
                {
                  "id": "58b49f97f92055c2fd4098b0",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52830c"
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                  "_id": "58b49f97f92055c2fd4098b0",
                  "feedback": "",
                  "text": "<p>\\(x &gt; 6\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "58403cec71e482974e517e5d"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528352",
              "learningObjectiveId": "mc3-objective%3A14635%40MIT-OEIT",
              "text": "<p>Solve the following inequality.</p>\n\n<p>\\(6 - x&nbsp;&gt; 0\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Solve linear inequalities #2",
              "itemId": "assessment.Item%3A58403cec71e482974e517e4f%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd4098ad"
            }
          ],
          [
            {
              "targetIndex": 1,
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              "referenceNumber": "3",
              "instanceId": "891cb3ac-0f3c",
              "id": "58b49f97f92055c2fd4099d3",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd4099d7",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd4099d7",
                  "feedback": "",
                  "text": "<p>\\(x &gt; \\frac{1}{3}\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "583ef39771e482974e516e5b"
                },
                {
                  "id": "58b49f97f92055c2fd4099d6",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528230"
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                  "_id": "58b49f97f92055c2fd4099d6",
                  "feedback": "",
                  "text": "<p>\\(x &lt; \\frac{1}{3}\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "583ef39771e482974e516e5c"
                },
                {
                  "id": "58b49f97f92055c2fd4099d4",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528230"
                  ],
                  "_id": "58b49f97f92055c2fd4099d4",
                  "feedback": "",
                  "text": "<p>\\(x &gt; -9 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "583ef39771e482974e516e5e"
                },
                {
                  "id": "58b49f97f92055c2fd4099d5",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528230"
                  ],
                  "_id": "58b49f97f92055c2fd4099d5",
                  "feedback": "",
                  "text": "<p>\\(x &gt; 1 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "583ef39771e482974e516e5d"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528352",
              "learningObjectiveId": "mc3-objective%3A14635%40MIT-OEIT",
              "text": "<p>Solve the following inequality.</p>\n\n<p>\\(2x + 4 &gt; 5 - x\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Solve linear inequalities - HB",
              "itemId": "assessment.Item%3A583ef39771e482974e516e4e%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd4099d3"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 15,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "5",
              "instanceId": "338d4dce-e844",
              "id": "58b49f97f92055c2fd4098a1",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd4098a4",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52830c"
                  ],
                  "_id": "58b49f97f92055c2fd4098a4",
                  "feedback": "",
                  "text": "<p>\\( y \\leq 2 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5840409771e482974e517f0b"
                },
                {
                  "id": "58b49f97f92055c2fd4098a2",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52830c"
                  ],
                  "_id": "58b49f97f92055c2fd4098a2",
                  "feedback": "",
                  "text": "<p>\\( y \\leq -2&nbsp;\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5840409771e482974e517f0d"
                },
                {
                  "id": "58b49f97f92055c2fd4098a5",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd4098a5",
                  "feedback": "",
                  "text": "<p>\\( y \\geq 2 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5840409771e482974e517f0a"
                },
                {
                  "id": "58b49f97f92055c2fd4098a3",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52830c"
                  ],
                  "_id": "58b49f97f92055c2fd4098a3",
                  "feedback": "",
                  "text": "<p>\\( y \\geq -2 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5840409771e482974e517f0c"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528352",
              "learningObjectiveId": "mc3-objective%3A14635%40MIT-OEIT",
              "text": "<p>Solve the following inequality.</p>\n\n<p>\\(13 - 3y&nbsp;\\leq 10y -&nbsp;13\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Solve linear inequalities #3",
              "itemId": "assessment.Item%3A5840409771e482974e517efd%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd4098a1"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 16,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "ce953d23-6210",
              "id": "58b49f96f92055c2fd409454",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409455",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282b0"
                  ],
                  "_id": "58b49f96f92055c2fd409455",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polynomialb_1484240439.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5877b29071e482663203af99"
                },
                {
                  "id": "58b49f96f92055c2fd409457",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282db"
                  ],
                  "_id": "58b49f96f92055c2fd409457",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polynomialb_1484240384.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5877b29071e482663203af97"
                },
                {
                  "id": "58b49f96f92055c2fd409458",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409458",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polynomiala_1484240151.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5877b29071e482663203af96"
                },
                {
                  "id": "58b49f96f92055c2fd409456",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528239"
                  ],
                  "_id": "58b49f96f92055c2fd409456",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polynomialb_1484240415.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5877b29071e482663203af98"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528337",
              "learningObjectiveId": "mc3-objective%3A14843%40MIT-OEIT",
              "text": "<p>Sketch the function \\( f(x) = x^3 +&nbsp;2x^2 +2x -5&nbsp;\\).</p>\n",
              "description": "",
              "displayName": "Copy of Sketch the graph of a polynomial function #3",
              "itemId": "assessment.Item%3A5877b28f71e482663203af89%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409454"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 16,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "5982e51c-83ef",
              "id": "58b49f96f92055c2fd409441",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409444",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282db"
                  ],
                  "_id": "58b49f96f92055c2fd409444",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polynomialb_1484243338.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5877bf3071e482663203b11b"
                },
                {
                  "id": "58b49f96f92055c2fd409442",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282b0"
                  ],
                  "_id": "58b49f96f92055c2fd409442",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polynomiald_1484243384.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5877bf3071e482663203b11d"
                },
                {
                  "id": "58b49f96f92055c2fd409445",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409445",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polynomiala_1484243305.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5877bf3071e482663203b11a"
                },
                {
                  "id": "58b49f96f92055c2fd409443",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528239"
                  ],
                  "_id": "58b49f96f92055c2fd409443",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polynomialc_1484243359.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5877bf3071e482663203b11c"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528337",
              "learningObjectiveId": "mc3-objective%3A14843%40MIT-OEIT",
              "text": "<p>Sketch the function \\( f(x) = -x^3 - 2x^2 + 5x + 6&nbsp;\\).</p>\n",
              "description": "",
              "displayName": "Copy of Sketch the graph of a polynomial function #3",
              "itemId": "assessment.Item%3A5877bf3071e482663203b10d%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409441"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 16,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "4",
              "instanceId": "b4219e02-bbe0",
              "id": "58b49f96f92055c2fd40944e",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409450",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528239"
                  ],
                  "_id": "58b49f96f92055c2fd409450",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polynomialc_1484242337.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5877bb8471e482663203b051"
                },
                {
                  "id": "58b49f96f92055c2fd409452",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409452",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polynomiala_1484242009.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5877bb8471e482663203b04f"
                },
                {
                  "id": "58b49f96f92055c2fd409451",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282db"
                  ],
                  "_id": "58b49f96f92055c2fd409451",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polynomialb_1484242167.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5877bb8471e482663203b050"
                },
                {
                  "id": "58b49f96f92055c2fd40944f",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282b0"
                  ],
                  "_id": "58b49f96f92055c2fd40944f",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polynomiald_1484242367.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5877bb8471e482663203b052"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528337",
              "learningObjectiveId": "mc3-objective%3A14843%40MIT-OEIT",
              "text": "<p>Sketch the function \\( f(x) = 6x^3 - 3x^2 - 9x \\).</p>\n",
              "description": "",
              "displayName": "Copy of Sketch the graph of a polynomial function #2",
              "itemId": "assessment.Item%3A5877bb8471e482663203b042%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd40944e"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 17,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "e6e00906-3ef4",
              "id": "58b49f96f92055c2fd40921f",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409221",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282f8"
                  ],
                  "_id": "58b49f96f92055c2fd409221",
                  "feedback": "",
                  "text": "<p>\\( -2 \\pm i \\sqrt{2} \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "58a31e0f71e48242a2a14e58"
                },
                {
                  "id": "58b49f96f92055c2fd409222",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282f8"
                  ],
                  "_id": "58b49f96f92055c2fd409222",
                  "feedback": "",
                  "text": "<p>\\( \\frac{1}{2}, \\frac{-7}{2} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "58a31e0f71e48242a2a14e57"
                },
                {
                  "id": "58b49f96f92055c2fd409220",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52823e"
                  ],
                  "_id": "58b49f96f92055c2fd409220",
                  "feedback": "",
                  "text": "<p>\\( 1 \\pm \\frac{\\sqrt{10}}{2} \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "58a31e0f71e48242a2a14e59"
                },
                {
                  "id": "58b49f96f92055c2fd409223",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409223",
                  "feedback": "",
                  "text": "<p>\\( 1 \\pm i\\frac{\\sqrt{2}}{2} \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "58a31e0f71e48242a2a14e56"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52833e",
              "learningObjectiveId": "mc3-objective%3A14763%40MIT-OEIT",
              "text": "<p>Solve the equation \\( 2x^2 -4x + 3&nbsp;= 0 \\) to find exact solutions.</p>\n",
              "description": "",
              "displayName": "Copy of Solve a quadratic equation to find its roots #5",
              "itemId": "assessment.Item%3A58a31e0f71e48242a2a14e49%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd40921f"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 17,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "5",
              "instanceId": "22614a40-e167",
              "id": "58b49f97f92055c2fd40a3d5",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a3d8",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282f8"
                  ],
                  "_id": "58b49f97f92055c2fd40a3d8",
                  "feedback": "",
                  "text": "<p>\\( x = \\frac {-7 \\pm \\sqrt{69}}{10} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5758598de7dde0ab17fa84fa"
                },
                {
                  "id": "58b49f97f92055c2fd40a3d9",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a3d9",
                  "feedback": "",
                  "text": "<p>\\( x = \\frac {7 \\pm \\sqrt{69}}{10} \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5758598de7dde0ab17fa84f9"
                },
                {
                  "id": "58b49f97f92055c2fd40a3d6",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52835b"
                  ],
                  "_id": "58b49f97f92055c2fd40a3d6",
                  "feedback": "",
                  "text": "<p>\\( x = \\frac {7 \\pm \\sqrt{-29}}{10} \\)</p>\n",
                  "displayName": "Choice 4",
                  "choiceId": "579118c871e4825eab2ab343"
                },
                {
                  "id": "58b49f97f92055c2fd40a3d7",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52832c"
                  ],
                  "_id": "58b49f97f92055c2fd40a3d7",
                  "feedback": "",
                  "text": "<p>\\( x = \\frac {7 \\pm \\sqrt{29}}{10} \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5758598de7dde0ab17fa84fb"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52833e",
              "learningObjectiveId": "mc3-objective%3A14763%40MIT-OEIT",
              "text": "<p>Solve to obtain the exact solution(s).</p>\n\n<p>\\(5x^2-7x=1\\)</p>\n",
              "description": "",
              "displayName": "Target: Solve quadratic equation",
              "itemId": "assessment.Item%3A5758598de7dde0ab17fa84ec%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a3d5"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 17,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "6",
              "instanceId": "298a4582-a835",
              "id": "58b49f97f92055c2fd40a453",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a454",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52823e"
                  ],
                  "_id": "58b49f97f92055c2fd40a454",
                  "feedback": "",
                  "text": "<p>\\( \\frac{-1}{8}, \\frac{25}{8} \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "575042bfe7dde00feac50761"
                },
                {
                  "id": "58b49f97f92055c2fd40a455",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282f8"
                  ],
                  "_id": "58b49f97f92055c2fd40a455",
                  "feedback": "",
                  "text": "<p>\\( \\frac{-3\\pm\\sqrt{2}}{2}\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "575042bfe7dde00feac50760"
                },
                {
                  "id": "58b49f97f92055c2fd40a456",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282ae"
                  ],
                  "_id": "58b49f97f92055c2fd40a456",
                  "feedback": "",
                  "text": "<p>\\( \\frac{1}{2}, \\frac{-7}{2} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "575042bfe7dde00feac5075f"
                },
                {
                  "id": "58b49f97f92055c2fd40a457",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a457",
                  "feedback": "",
                  "text": "<p>\\( \\frac{-1}{2}, \\frac{7}{2} \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "575042bfe7dde00feac5075e"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52833e",
              "learningObjectiveId": "mc3-objective%3A14763%40MIT-OEIT",
              "text": "<p>Solve the equation \\( 4x^2 -12x - 7 = 0 \\) to find exact solutions.</p>\n",
              "description": "",
              "displayName": "Solve quadratic equation",
              "itemId": "assessment.Item%3A575042bfe7dde00feac50751%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a453"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 18,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "66592111-947f",
              "id": "58b49f96f92055c2fd40935b",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd40935e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52831e"
                  ],
                  "_id": "58b49f96f92055c2fd40935e",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polyineq_1484588468.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "587d052a71e48213e0fabe8a"
                },
                {
                  "id": "58b49f96f92055c2fd40935f",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd40935f",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polyineq_1484588402.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "587d052a71e48213e0fabe89"
                },
                {
                  "id": "58b49f96f92055c2fd40935d",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528278"
                  ],
                  "_id": "58b49f96f92055c2fd40935d",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polyineq_1484588492.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "587d052a71e48213e0fabe8b"
                },
                {
                  "id": "58b49f96f92055c2fd40935c",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528287"
                  ],
                  "_id": "58b49f96f92055c2fd40935c",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/polyineq_1484588521.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "587d052a71e48213e0fabe8c"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528335",
              "learningObjectiveId": "mc3-objective%3A14462%40MIT-OEIT",
              "text": "<p>The function \\( f(x) = -2x^2 + bx + c \\) has roots at \\( x = 0 \\) and \\( x = 2&nbsp;\\). Sketch the function \\( f(x) \\).</p>\n",
              "description": "",
              "displayName": "Copy of Sketch a quadratic function given its roots #1",
              "itemId": "assessment.Item%3A587d052a71e48213e0fabe7c%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd40935b"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 19,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "efcf326d-124a",
              "id": "58b49f96f92055c2fd4096cf",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4096d0",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528352"
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                  "_id": "58b49f96f92055c2fd4096d0",
                  "feedback": "",
                  "text": "<p>\\( (-7, 7) \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "586ab21071e482d81a43da0a"
                },
                {
                  "id": "58b49f96f92055c2fd4096d1",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528275"
                  ],
                  "_id": "58b49f96f92055c2fd4096d1",
                  "feedback": "",
                  "text": "<p>\\( (-\\infty, 7) \\cup (-3, \\infty) \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "586ab21071e482d81a43da09"
                },
                {
                  "id": "58b49f96f92055c2fd4096d3",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4096d3",
                  "feedback": "",
                  "text": "<p>\\( (-3, 7) \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "586ab21071e482d81a43da07"
                },
                {
                  "id": "58b49f96f92055c2fd4096d2",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52838c"
                  ],
                  "_id": "58b49f96f92055c2fd4096d2",
                  "feedback": "",
                  "text": "<p>\\( (-\\infty, 7) \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "586ab21071e482d81a43da08"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528347",
              "learningObjectiveId": "mc3-objective%3A14581%40MIT-OEIT",
              "text": "<p>Solve the following inequality. Write the solution in interval notation.</p>\n\n<p>\\( |2y-4| &lt;&nbsp;10\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Solve absolute value inequalities and express the solution in interval notation (#4) - edit solution",
              "itemId": "assessment.Item%3A586ab21071e482d81a43d9fa%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4096cf"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 19,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "438df1d0-b5c0",
              "id": "58b49f96f92055c2fd4096c9",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4096cd",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4096cd",
                  "feedback": "",
                  "text": "<p>\\( (-\\infty, -1] \\cup [2, \\infty) \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "586ab3a571e482d81a43da50"
                },
                {
                  "id": "58b49f96f92055c2fd4096cc",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52838c"
                  ],
                  "_id": "58b49f96f92055c2fd4096cc",
                  "feedback": "",
                  "text": "<p>\\( [2, \\infty) \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "586ab3a571e482d81a43da51"
                },
                {
                  "id": "58b49f96f92055c2fd4096ca",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528352"
                  ],
                  "_id": "58b49f96f92055c2fd4096ca",
                  "feedback": "",
                  "text": "<p>\\( [2, \\infty) \\cup (-\\infty, -2] \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "586ab3a571e482d81a43da53"
                },
                {
                  "id": "58b49f96f92055c2fd4096cb",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528275"
                  ],
                  "_id": "58b49f96f92055c2fd4096cb",
                  "feedback": "",
                  "text": "<p>\\( [-1, 2] \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "586ab3a571e482d81a43da52"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528347",
              "learningObjectiveId": "mc3-objective%3A14581%40MIT-OEIT",
              "text": "<p>Solve the following inequality. Write the solution in interval notation.</p>\n\n<p>\\( |4z-2| \\geq&nbsp;6\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Solve absolute value inequalities and express the solution in interval notation (#5) - edit solution",
              "itemId": "assessment.Item%3A586ab3a571e482d81a43da43%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4096c9"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 19,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "6",
              "instanceId": "299f61e1-fe16",
              "id": "58b49f97f92055c2fd40a251",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a253",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528275"
                  ],
                  "_id": "58b49f97f92055c2fd40a253",
                  "feedback": "",
                  "text": "<p>\\( (-\\infty, -\\frac{2}{9} ) \\cup (-\\frac{16}{9}, \\infty) \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5790e9c571e4825eab2aaf2f"
                },
                {
                  "id": "58b49f97f92055c2fd40a255",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a255",
                  "feedback": "",
                  "text": "<p>\\( (-\\frac{16}{9},-\\frac{2}{9} ) \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5790e9c571e4825eab2aaf2d"
                },
                {
                  "id": "58b49f97f92055c2fd40a252",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528365"
                  ],
                  "_id": "58b49f97f92055c2fd40a252",
                  "feedback": "",
                  "text": "<p>\\( x&lt;-\\frac{2}{9} \\) and \\( x&gt;-\\frac{16}{9} \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5790e9c571e4825eab2aaf30"
                },
                {
                  "id": "58b49f97f92055c2fd40a254",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52838c"
                  ],
                  "_id": "58b49f97f92055c2fd40a254",
                  "feedback": "",
                  "text": "<p>\\( (-\\infty, -\\frac{2}{9} ) \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5790e9c571e4825eab2aaf2e"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528347",
              "learningObjectiveId": "mc3-objective%3A14581%40MIT-OEIT",
              "text": "<p>Solve the following inequality. Write the solution in interval notation.</p>\n\n<p>\\( |9x+9| &lt;&nbsp;7\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Absolute Value Inequality",
              "itemId": "assessment.Item%3A5790e9c571e4825eab2aaf20%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a251"
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          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 20,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "4",
              "instanceId": "4b22e754-515d",
              "id": "58b49f96f92055c2fd4095d2",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4095d6",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4095d6",
                  "feedback": "",
                  "text": "<p>\\( x = -4, 2 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "586ea79271e482d81a43e965"
                },
                {
                  "id": "58b49f96f92055c2fd4095d4",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52822f"
                  ],
                  "_id": "58b49f96f92055c2fd4095d4",
                  "feedback": "",
                  "text": "<p>\\( x = -7 \\pm \\sqrt{105} \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "586ea79271e482d81a43e967"
                },
                {
                  "id": "58b49f96f92055c2fd4095d5",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52824d"
                  ],
                  "_id": "58b49f96f92055c2fd4095d5",
                  "feedback": "",
                  "text": "<p>\\( x = 7 \\pm \\sqrt{105} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "586ea79271e482d81a43e966"
                },
                {
                  "id": "58b49f96f92055c2fd4095d3",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52833d"
                  ],
                  "_id": "58b49f96f92055c2fd4095d3",
                  "feedback": "",
                  "text": "<p>\\( x = -2 \\pm \\sqrt{105} \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "586ea79271e482d81a43e968"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52833c",
              "learningObjectiveId": "mc3-objective%3A14809%40MIT-OEIT",
              "text": "<p>Solve the following equation for \\( x \\) by completing the square:</p>\n\n<p>\\( 7x^2 +14x -&nbsp;56 = 0 \\)</p>\n",
              "description": "",
              "displayName": "Copy of Solve a quadratic equation by completing the square #5",
              "itemId": "assessment.Item%3A586ea79271e482d81a43e958%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4095d2"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 20,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "5",
              "instanceId": "f9a9f88f-8203",
              "id": "58b49f96f92055c2fd4095e4",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4095e5",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52833d"
                  ],
                  "_id": "58b49f96f92055c2fd4095e5",
                  "feedback": "",
                  "text": "<p>\\( x = 3 \\pm \\sqrt{25} \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "586d9ca171e482d81a43e885"
                },
                {
                  "id": "58b49f96f92055c2fd4095e8",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4095e8",
                  "feedback": "",
                  "text": "<p>\\( x = -1 \\) or \\( x = 4\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "586d9ca171e482d81a43e882"
                },
                {
                  "id": "58b49f96f92055c2fd4095e6",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52822f"
                  ],
                  "_id": "58b49f96f92055c2fd4095e6",
                  "feedback": "",
                  "text": "<p>\\( x = 3 \\pm \\frac{5}{2} \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "586d9ca171e482d81a43e884"
                },
                {
                  "id": "58b49f96f92055c2fd4095e7",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52824d"
                  ],
                  "_id": "58b49f96f92055c2fd4095e7",
                  "feedback": "",
                  "text": "<p>\\( x = \\frac{3}{2} \\pm i\\frac{5}{2} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "586d9ca171e482d81a43e883"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52833c",
              "learningObjectiveId": "mc3-objective%3A14809%40MIT-OEIT",
              "text": "<p>Solve the following equation for \\( x \\) by completing the square:</p>\n\n<p>\\( x^2 -3x - 4&nbsp;= 0 \\)</p>\n",
              "description": "",
              "displayName": "Copy of Solve a quadratic equation by completing the square #2",
              "itemId": "assessment.Item%3A586d9ca171e482d81a43e875%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4095e4"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 20,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "6",
              "instanceId": "c7ac5fa0-9f5b",
              "id": "58b49f97f92055c2fd40a05c",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a05e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52822f"
                  ],
                  "_id": "58b49f97f92055c2fd40a05e",
                  "feedback": "",
                  "text": "<p>\\( x = -2 \\pm 2 \\sqrt{2} \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "57d05c6671e482d888d0d20c"
                },
                {
                  "id": "58b49f97f92055c2fd40a05f",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52824d"
                  ],
                  "_id": "58b49f97f92055c2fd40a05f",
                  "feedback": "",
                  "text": "<p>\\( x = 2 \\pm 2 \\sqrt{2} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "57d05c6671e482d888d0d20b"
                },
                {
                  "id": "58b49f97f92055c2fd40a060",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a060",
                  "feedback": "",
                  "text": "<p>\\( x = -6 \\) or \\( x = 2 \\)</p>\n\n<p>&nbsp;</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "57d05c6671e482d888d0d20a"
                },
                {
                  "id": "58b49f97f92055c2fd40a05d",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52833d"
                  ],
                  "_id": "58b49f97f92055c2fd40a05d",
                  "feedback": "",
                  "text": "<p>\\( x = \\pm \\sqrt{8} \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "57d05c6671e482d888d0d20d"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52833c",
              "learningObjectiveId": "mc3-objective%3A14809%40MIT-OEIT",
              "text": "<p>Solve the following equation for \\( x \\) by completing the square:</p>\n\n<p>\\( x^2 + 4x = 12 \\)</p>\n",
              "description": "",
              "displayName": "Solve a quadratic equation by completing the square",
              "itemId": "assessment.Item%3A57d05c6671e482d888d0d1fd%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a05c"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 21,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "49e79b93-4dd7",
              "id": "58b49f96f92055c2fd409385",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409389",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409389",
                  "feedback": "",
                  "text": "<p>\\( (-\\frac{3}{4} - \\frac{\\sqrt{73}}{4} , -\\frac{3}{4} + \\frac{\\sqrt{73}}{4}) \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "587cec0d71e48213e0fabbad"
                },
                {
                  "id": "58b49f96f92055c2fd409387",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528355"
                  ],
                  "_id": "58b49f96f92055c2fd409387",
                  "feedback": "",
                  "text": "<p>\\( (-\\infty, -\\frac{3}{4} - \\frac{\\sqrt{73}}{4} ) \\cup (-\\frac{3}{4} + \\frac{\\sqrt{73}}{4}, \\infty) \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "587cec0d71e48213e0fabbaf"
                },
                {
                  "id": "58b49f96f92055c2fd409388",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528376"
                  ],
                  "_id": "58b49f96f92055c2fd409388",
                  "feedback": "",
                  "text": "<p>\\( [-\\frac{3}{4} - \\frac{\\sqrt{73}}{4} , -\\frac{3}{4} + \\frac{\\sqrt{73}}{4}] \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "587cec0d71e48213e0fabbae"
                },
                {
                  "id": "58b49f96f92055c2fd409386",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528335"
                  ],
                  "_id": "58b49f96f92055c2fd409386",
                  "feedback": "",
                  "text": "<p>\\( (-\\infty, -\\frac{3}{4} - \\frac{\\sqrt{73}}{4} ] \\cup [-\\frac{3}{4} + \\frac{\\sqrt{73}}{4}, \\infty) \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "587cec0d71e48213e0fabbb0"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52833f",
              "learningObjectiveId": "mc3-objective%3A14233%40MIT-OEIT",
              "text": "<p>Which of the following represents the solution for the inequality&nbsp;\\( -2x^2-3x+8&nbsp;&gt;&nbsp;0 \\) using interval notation?&nbsp;</p>\n",
              "description": "Target",
              "displayName": "Copy of Solve a quadratic inequality #3",
              "itemId": "assessment.Item%3A587cec0d71e48213e0fabba0%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409385"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 21,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "ecd50619-185b",
              "id": "58b49f96f92055c2fd40937f",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409380",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528335"
                  ],
                  "_id": "58b49f96f92055c2fd409380",
                  "feedback": "",
                  "text": "<p>\\( (-3, 1) \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "587ceeee71e48213e0fabc0d"
                },
                {
                  "id": "58b49f96f92055c2fd409383",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409383",
                  "feedback": "",
                  "text": "<p>\\( [-1, 3]&nbsp;\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "587ceeee71e48213e0fabc0a"
                },
                {
                  "id": "58b49f96f92055c2fd409382",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528376"
                  ],
                  "_id": "58b49f96f92055c2fd409382",
                  "feedback": "",
                  "text": "<p>\\( (-1, 3)&nbsp;\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "587ceeee71e48213e0fabc0b"
                },
                {
                  "id": "58b49f96f92055c2fd409381",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528355"
                  ],
                  "_id": "58b49f96f92055c2fd409381",
                  "feedback": "",
                  "text": "<p>\\( [1, 3] \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "587ceeee71e48213e0fabc0c"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52833f",
              "learningObjectiveId": "mc3-objective%3A14233%40MIT-OEIT",
              "text": "<p>Which of the following represents the solution for the inequality&nbsp;\\( -x^2+2x+3&nbsp;\\geq 0 \\) using interval notation?&nbsp;</p>\n",
              "description": "Target",
              "displayName": "Copy of Solve a quadratic inequality #4",
              "itemId": "assessment.Item%3A587ceeee71e48213e0fabbfd%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd40937f"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 21,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "4",
              "instanceId": "4c8450c2-a80e",
              "id": "58b49f96f92055c2fd40938b",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd40938e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528376"
                  ],
                  "_id": "58b49f96f92055c2fd40938e",
                  "feedback": "",
                  "text": "<p>\\( (-\\infty, \\frac{2}{3}]&nbsp;\\cup [1, \\infty) \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "587cea5a71e48213e0fabb69"
                },
                {
                  "id": "58b49f96f92055c2fd40938f",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd40938f",
                  "feedback": "",
                  "text": "<p>\\( (-\\infty, \\frac{2}{3})&nbsp;\\cup (1, \\infty) \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "587cea5a71e48213e0fabb68"
                },
                {
                  "id": "58b49f96f92055c2fd40938c",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528335"
                  ],
                  "_id": "58b49f96f92055c2fd40938c",
                  "feedback": "",
                  "text": "<p>\\( (-1,+\\infty) \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "587cea5a71e48213e0fabb6b"
                },
                {
                  "id": "58b49f96f92055c2fd40938d",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528355"
                  ],
                  "_id": "58b49f96f92055c2fd40938d",
                  "feedback": "",
                  "text": "<p>\\( (\\frac{2}{3},1)&nbsp;\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "587cea5a71e48213e0fabb6a"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52833f",
              "learningObjectiveId": "mc3-objective%3A14233%40MIT-OEIT",
              "text": "<p>Which of the following represents the solution for the inequality&nbsp;\\( 3x^2-5x+2&nbsp;&gt;&nbsp;0 \\) using interval notation?&nbsp;</p>\n",
              "description": "Target",
              "displayName": "Copy of Solve a quadratic inequality #1",
              "itemId": "assessment.Item%3A587cea5a71e48213e0fabb5b%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd40938b"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 22,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "a325ef0e-0645",
              "id": "58b49f97f92055c2fd40986b",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40986e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a3"
                  ],
                  "_id": "58b49f97f92055c2fd40986e",
                  "feedback": "",
                  "text": "<p>no solution</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5840dc0471e482974e518644"
                },
                {
                  "id": "58b49f97f92055c2fd40986c",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a3"
                  ],
                  "_id": "58b49f97f92055c2fd40986c",
                  "feedback": "",
                  "text": "<p>\\(-3&nbsp;\\leq&nbsp;x &lt;&nbsp;1\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5840dc0471e482974e518646"
                },
                {
                  "id": "58b49f97f92055c2fd40986f",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40986f",
                  "feedback": "",
                  "text": "<p>\\(x \\leq -3 \\) or \\(x &gt; 1 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5840dc0471e482974e518643"
                },
                {
                  "id": "58b49f97f92055c2fd40986d",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a3"
                  ],
                  "_id": "58b49f97f92055c2fd40986d",
                  "feedback": "",
                  "text": "<p>\\( -\\infty &lt; x &lt; \\infty \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5840dc0471e482974e518645"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52834d",
              "learningObjectiveId": "mc3-objective%3A15203%40MIT-OEIT",
              "text": "<p>Solve for \\(x\\).</p>\n\n<p>\\(3x \\leq&nbsp;-9\\) or&nbsp;\\(x-1 &gt; 0\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Solve compound inequality - no soln",
              "itemId": "assessment.Item%3A5840dc0471e482974e518636%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40986b"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 22,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "7015de1e-81e8",
              "id": "58b49f97f92055c2fd40985f",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd409860",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52830c"
                  ],
                  "_id": "58b49f97f92055c2fd409860",
                  "feedback": "",
                  "text": "<p>no solution</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5841d64c71e4828b2a590c73"
                },
                {
                  "id": "58b49f97f92055c2fd409862",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528230"
                  ],
                  "_id": "58b49f97f92055c2fd409862",
                  "feedback": "",
                  "text": "<p>\\( x \\leq -\\frac{3}{2} \\) <em>or&nbsp;</em>\\( x &gt; 2 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5841d64c71e4828b2a590c71"
                },
                {
                  "id": "58b49f97f92055c2fd409861",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52830c"
                  ],
                  "_id": "58b49f97f92055c2fd409861",
                  "feedback": "",
                  "text": "<p>\\( x \\leq -1&nbsp;\\) <em>or&nbsp;</em>\\( x &gt; 2 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5841d64c71e4828b2a590c72"
                },
                {
                  "id": "58b49f97f92055c2fd409863",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409863",
                  "feedback": "",
                  "text": "<p>\\( -1 \\leq x &lt; 2 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5841d64c71e4828b2a590c70"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52834d",
              "learningObjectiveId": "mc3-objective%3A15203%40MIT-OEIT",
              "text": "<p>Solve for \\(x\\).</p>\n\n<p>\\(-3 &lt; 1-2x&nbsp;\\leq 3&nbsp;\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Solve compound inequality #3",
              "itemId": "assessment.Item%3A5841d64c71e4828b2a590c63%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40985f"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 22,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "6",
              "instanceId": "4d5b66d6-c463",
              "id": "58b49f97f92055c2fd40a1b9",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a1bd",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a3"
                  ],
                  "_id": "58b49f97f92055c2fd40a1bd",
                  "feedback": "",
                  "text": "<p>\\(x &lt; 4\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "57b5b40271e4823fbc2f61d7"
                },
                {
                  "id": "58b49f97f92055c2fd40a1ba",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a3"
                  ],
                  "_id": "58b49f97f92055c2fd40a1ba",
                  "feedback": "",
                  "text": "<p>x &gt; 7</p>\n",
                  "displayName": "Choice 4",
                  "choiceId": "57b5b40271e4823fbc2f61da"
                },
                {
                  "id": "58b49f97f92055c2fd40a1bc",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a3"
                  ],
                  "_id": "58b49f97f92055c2fd40a1bc",
                  "feedback": "",
                  "text": "<p>\\(x &lt; 4\\) or \\(x &gt; 7\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "57b5b40271e4823fbc2f61d8"
                },
                {
                  "id": "58b49f97f92055c2fd40a1bb",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a3"
                  ],
                  "_id": "58b49f97f92055c2fd40a1bb",
                  "feedback": "",
                  "text": "<p>\\(4 &gt; x &gt; 7\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "57b5b40271e4823fbc2f61d9"
                },
                {
                  "id": "58b49f97f92055c2fd40a1be",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a1be",
                  "feedback": "",
                  "text": "<p>no solution</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "57b5b40271e4823fbc2f61d6"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52834d",
              "learningObjectiveId": "mc3-objective%3A15203%40MIT-OEIT",
              "text": "<p>Solve for \\(x\\).</p>\n\n<p>\\(3x-3 &lt; 9\\) and \\(2x+1 &gt; 15\\)</p>\n",
              "description": "",
              "displayName": "Solve 1st degree inequality - compound, no soln",
              "itemId": "assessment.Item%3A57b5b40271e4823fbc2f61c9%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a1b9"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 23,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "de8878d8-469b",
              "id": "58b49f97f92055c2fd409f3e",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd409f41",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409f41",
                  "feedback": "",
                  "text": "<p>-64</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "57dff7e571e4827ece2c12fc"
                },
                {
                  "id": "58b49f97f92055c2fd409f40",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409f40",
                  "feedback": "",
                  "text": "<p>-16</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "57dff7e571e4827ece2c12fd"
                },
                {
                  "id": "58b49f97f92055c2fd409f42",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409f42",
                  "feedback": "",
                  "text": "<p>64</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "57dff7e571e4827ece2c12fb"
                },
                {
                  "id": "58b49f97f92055c2fd409f3f",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409f3f",
                  "feedback": "",
                  "text": "<p>16</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "57dff7e571e4827ece2c12fe"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52835b",
              "learningObjectiveId": "mc3-objective%3A14586%40MIT-OEIT",
              "text": "<p>Solve.</p>\n\n<p>\\((-8)^2\\)</p>\n",
              "description": "",
              "displayName": "Copy of Square of a negative number",
              "itemId": "assessment.Item%3A57dff7e571e4827ece2c12ee%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409f3e"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 24,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "ec38b942-d11e",
              "id": "58b49f96f92055c2fd40970b",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd40970c",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528306"
                  ],
                  "_id": "58b49f96f92055c2fd40970c",
                  "feedback": "",
                  "text": "<p>\\( x = -\\frac{13}{3} \\) or \\( x = -5 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5864254d71e482090db3a2ba"
                },
                {
                  "id": "58b49f96f92055c2fd40970f",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd40970f",
                  "feedback": "",
                  "text": "<p>\\( x = -5 \\) or \\( x = 1 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5864254d71e482090db3a2b7"
                },
                {
                  "id": "58b49f96f92055c2fd40970e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528306"
                  ],
                  "_id": "58b49f96f92055c2fd40970e",
                  "feedback": "",
                  "text": "<p>\\( x = -\\frac{13}{3} \\) or \\( x = 1 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5864254d71e482090db3a2b8"
                },
                {
                  "id": "58b49f96f92055c2fd40970d",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528243"
                  ],
                  "_id": "58b49f96f92055c2fd40970d",
                  "feedback": "",
                  "text": "<p>\\( x = 1 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5864254d71e482090db3a2b9"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528348",
              "learningObjectiveId": "mc3-objective%3A14567%40MIT-OEIT",
              "text": "<p>Solve the following equation for \\( x \\):</p>\n\n<p>\\(3 |x+2| +15 = 6 |x+2| +6 \\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Solve an absolute value equation #3",
              "itemId": "assessment.Item%3A5864254d71e482090db3a2aa%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd40970b"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 24,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "7da7f8d0-70a1",
              "id": "58b49f96f92055c2fd409705",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409706",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528256"
                  ],
                  "_id": "58b49f96f92055c2fd409706",
                  "feedback": "",
                  "text": "<p>\\( x = -6&nbsp;\\) or \\( x = -2 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "586428a771e482090db3a317"
                },
                {
                  "id": "58b49f96f92055c2fd409708",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528306"
                  ],
                  "_id": "58b49f96f92055c2fd409708",
                  "feedback": "",
                  "text": "<p>\\( x = -\\frac{29}{5} \\) or&nbsp;\\( x = -\\frac{11}{5} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "586428a771e482090db3a315"
                },
                {
                  "id": "58b49f96f92055c2fd409707",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528256"
                  ],
                  "_id": "58b49f96f92055c2fd409707",
                  "feedback": "",
                  "text": "<p>\\( x = -6&nbsp;\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "586428a771e482090db3a316"
                },
                {
                  "id": "58b49f96f92055c2fd409709",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409709",
                  "feedback": "",
                  "text": "<p>no solution</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "586428a771e482090db3a314"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528348",
              "learningObjectiveId": "mc3-objective%3A14567%40MIT-OEIT",
              "text": "<p>Solve the following equation for \\( x \\):</p>\n\n<p>\\(2 |x+4|&nbsp;+ 3&nbsp;= 8 |x+4|&nbsp;+ 15 \\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Solve an absolute value equation #4",
              "itemId": "assessment.Item%3A586428a771e482090db3a307%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409705"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 24,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "2f8ee26d-784a",
              "id": "58b49f97f92055c2fd40a261",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a264",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528243"
                  ],
                  "_id": "58b49f97f92055c2fd40a264",
                  "feedback": "",
                  "text": "<p>\\( x = 9 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "578fb1f471e4822533d8aa36"
                },
                {
                  "id": "58b49f97f92055c2fd40a265",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a265",
                  "feedback": "",
                  "text": "<p>\\( x = 9 \\) or \\( x = -23 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "578fb1f471e4822533d8aa35"
                },
                {
                  "id": "58b49f97f92055c2fd40a263",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528306"
                  ],
                  "_id": "58b49f97f92055c2fd40a263",
                  "feedback": "",
                  "text": "<p>\\( x = 9 \\) or \\( x = -19 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "578fb1f471e4822533d8aa37"
                },
                {
                  "id": "58b49f97f92055c2fd40a262",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528243"
                  ],
                  "_id": "58b49f97f92055c2fd40a262",
                  "feedback": "",
                  "text": "<p>\\( x = 9 \\) or \\( x = -9 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "578fb1f471e4822533d8aa38"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528348",
              "learningObjectiveId": "mc3-objective%3A14567%40MIT-OEIT",
              "text": "<p>Solve the following equation for \\( x \\):</p>\n\n<p>\\( |x+7| -2 = 14 \\)</p>\n",
              "description": "",
              "displayName": "Solve an absolute value equation",
              "itemId": "assessment.Item%3A578fb1f471e4822533d8aa28%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a261"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 25,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "5f94e92d-22ca",
              "id": "58b49f96f92055c2fd409273",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409275",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528338"
                  ],
                  "_id": "58b49f96f92055c2fd409275",
                  "feedback": "",
                  "text": "<p>\\( f^{-1}(x) = 2x - 4&nbsp;\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "589233d571e4826529e6e0ed"
                },
                {
                  "id": "58b49f96f92055c2fd409276",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528338"
                  ],
                  "_id": "58b49f96f92055c2fd409276",
                  "feedback": "",
                  "text": "<p>\\( f^{-1}(x) = x -2 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "589233d571e4826529e6e0ec"
                },
                {
                  "id": "58b49f96f92055c2fd409274",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528378"
                  ],
                  "_id": "58b49f96f92055c2fd409274",
                  "feedback": "",
                  "text": "<p>\\( f^{-1}(y) = 2y+4 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "589233d571e4826529e6e0ee"
                },
                {
                  "id": "58b49f96f92055c2fd409277",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409277",
                  "feedback": "",
                  "text": "<p>\\( f^{-1}(x) = \\frac{1}{2}x - 2 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "589233d571e4826529e6e0eb"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282ca",
              "learningObjectiveId": "mc3-objective%3A14343%40MIT-OEIT",
              "text": "<p>What is the inverse of the function \\( f(x) = 2x + 4&nbsp;\\)?</p>\n",
              "description": "",
              "displayName": "Copy of Find the inverse of a function #2",
              "itemId": "assessment.Item%3A589233d471e4826529e6e0de%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409273"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 25,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "3d57f545-23a8",
              "id": "58b49f96f92055c2fd409261",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409263",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528358"
                  ],
                  "_id": "58b49f96f92055c2fd409263",
                  "feedback": "",
                  "text": "<p>\\( f^{-1}(x) = 9-2x, x \\neq 0 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5892388c71e4826529e6e1c0"
                },
                {
                  "id": "58b49f96f92055c2fd409264",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528358"
                  ],
                  "_id": "58b49f96f92055c2fd409264",
                  "feedback": "",
                  "text": "<p>\\( f^{-1}(x) = \\frac{9+2x}{x}, x \\neq 2\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5892388c71e4826529e6e1bf"
                },
                {
                  "id": "58b49f96f92055c2fd409262",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528378"
                  ],
                  "_id": "58b49f96f92055c2fd409262",
                  "feedback": "",
                  "text": "<p>\\( f^{-1}(y) = 9y+2, y \\neq 0 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5892388c71e4826529e6e1c1"
                },
                {
                  "id": "58b49f96f92055c2fd409265",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409265",
                  "feedback": "",
                  "text": "<p>\\( f^{-1}(x) = \\frac{2+9x}{x}, x \\neq 0 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5892388c71e4826529e6e1be"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282ca",
              "learningObjectiveId": "mc3-objective%3A14343%40MIT-OEIT",
              "text": "<p>What is the inverse of the function \\( f(x) = \\frac{2}{x-9} \\)?</p>\n",
              "description": "",
              "displayName": "Copy of Find the inverse of a function #5",
              "itemId": "assessment.Item%3A5892388c71e4826529e6e1b1%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409261"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 25,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "5",
              "instanceId": "a65e40eb-6f01",
              "id": "58b49f96f92055c2fd40926d",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd40926f",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528338"
                  ],
                  "_id": "58b49f96f92055c2fd40926f",
                  "feedback": "",
                  "text": "<p>\\( f^{-1}(x) = x + 1&nbsp;\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5892355f71e4826529e6e136"
                },
                {
                  "id": "58b49f96f92055c2fd40926e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528378"
                  ],
                  "_id": "58b49f96f92055c2fd40926e",
                  "feedback": "",
                  "text": "<p>\\( f^{-1}(y) = 3y+1 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5892355f71e4826529e6e137"
                },
                {
                  "id": "58b49f96f92055c2fd409271",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409271",
                  "feedback": "",
                  "text": "<p>\\( f^{-1}(x) = 3x + 3 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5892355f71e4826529e6e134"
                },
                {
                  "id": "58b49f96f92055c2fd409270",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528338"
                  ],
                  "_id": "58b49f96f92055c2fd409270",
                  "feedback": "",
                  "text": "<p>\\( f^{-1}(x) = 3x - 3 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5892355f71e4826529e6e135"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282ca",
              "learningObjectiveId": "mc3-objective%3A14343%40MIT-OEIT",
              "text": "<p>What is the inverse of the function \\( f(x) = \\frac{1}{3}x - 1&nbsp;\\)?</p>\n",
              "description": "",
              "displayName": "Copy of Find the inverse of a function #3",
              "itemId": "assessment.Item%3A5892355f71e4826529e6e127%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd40926d"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 26,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "51f0fa23-9538",
              "id": "58b49f96f92055c2fd4093a4",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4093a7",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528304"
                  ],
                  "_id": "58b49f96f92055c2fd4093a7",
                  "feedback": "",
                  "text": "<p>none</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "587938af71e482663203c4f0"
                },
                {
                  "id": "58b49f96f92055c2fd4093a5",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52836a"
                  ],
                  "_id": "58b49f96f92055c2fd4093a5",
                  "feedback": "",
                  "text": "<p>\\(y=6x+6\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "587938af71e482663203c4f2"
                },
                {
                  "id": "58b49f96f92055c2fd4093a6",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52836a"
                  ],
                  "_id": "58b49f96f92055c2fd4093a6",
                  "feedback": "",
                  "text": "<p>\\(y = 1\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "587938af71e482663203c4f1"
                },
                {
                  "id": "58b49f96f92055c2fd4093a8",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4093a8",
                  "feedback": "",
                  "text": "<p>\\(y=x\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "587938af71e482663203c4ef"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282b7",
              "learningObjectiveId": "mc3-objective%3A14722%40MIT-OEIT",
              "text": "<p>State the equation(s) for all&nbsp;oblique asymptotes of</p>\n\n<p>\\(f(x) = \\frac{x^3}{x^2+5x+6}\\)</p>\n\n<p>If none exist, state &quot;none&quot;.</p>\n",
              "description": "",
              "displayName": "Copy of Oblique asymptotes #2",
              "itemId": "assessment.Item%3A587938af71e482663203c4e2%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4093a4"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 26,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "5",
              "instanceId": "e2b60f7c-fb9e",
              "id": "58b49f96f92055c2fd409391",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409395",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528304"
                  ],
                  "_id": "58b49f96f92055c2fd409395",
                  "feedback": "",
                  "text": "<p>\\(y=0\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "58793f7f71e482663203c5cd"
                },
                {
                  "id": "58b49f96f92055c2fd409393",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528304"
                  ],
                  "_id": "58b49f96f92055c2fd409393",
                  "feedback": "",
                  "text": "<p>\\(y=11x\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "58793f7f71e482663203c5cf"
                },
                {
                  "id": "58b49f96f92055c2fd409394",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528304"
                  ],
                  "_id": "58b49f96f92055c2fd409394",
                  "feedback": "",
                  "text": "<p>\\(y = \\frac{11}{12}x\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "58793f7f71e482663203c5ce"
                },
                {
                  "id": "58b49f96f92055c2fd409392",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528304"
                  ],
                  "_id": "58b49f96f92055c2fd409392",
                  "feedback": "",
                  "text": "<p>\\(y = \\frac{11}{12}\\)</p>\n",
                  "displayName": "Choice 4",
                  "choiceId": "58793f7f71e482663203c5d0"
                },
                {
                  "id": "58b49f96f92055c2fd409396",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409396",
                  "feedback": "",
                  "text": "<p>none</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "58793f7f71e482663203c5cc"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282b7",
              "learningObjectiveId": "mc3-objective%3A14722%40MIT-OEIT",
              "text": "<p>State the equation(s) for all&nbsp;oblique asymptotes of</p>\n\n<p>\\(f(x) = \\frac{11x^2+9x-13}{12x^4+3}\\)</p>\n\n<p>If none exist, state &quot;none&quot;.</p>\n",
              "description": "",
              "displayName": "Copy of Oblique asymptotes #2",
              "itemId": "assessment.Item%3A58793f7f71e482663203c5bf%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409391"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 26,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "6",
              "instanceId": "7e409b2a-cad6",
              "id": "58b49f97f92055c2fd40a1a3",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a1a4",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528304"
                  ],
                  "_id": "58b49f97f92055c2fd40a1a4",
                  "feedback": "",
                  "text": "<p>\\(y = -3\\)</p>\n",
                  "displayName": "Choice 4",
                  "choiceId": "57b5e97c71e4823fbc2f63a6"
                },
                {
                  "id": "58b49f97f92055c2fd40a1a7",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528304"
                  ],
                  "_id": "58b49f97f92055c2fd40a1a7",
                  "feedback": "",
                  "text": "<p>\\(y&nbsp;= x\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "57b5e97c71e4823fbc2f63a3"
                },
                {
                  "id": "58b49f97f92055c2fd40a1a8",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a1a8",
                  "feedback": "",
                  "text": "<p>none</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "57b5e97c71e4823fbc2f63a2"
                },
                {
                  "id": "58b49f97f92055c2fd40a1a6",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528304"
                  ],
                  "_id": "58b49f97f92055c2fd40a1a6",
                  "feedback": "",
                  "text": "<p>\\(y = 1\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "57b5e97c71e4823fbc2f63a4"
                },
                {
                  "id": "58b49f97f92055c2fd40a1a5",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528304"
                  ],
                  "_id": "58b49f97f92055c2fd40a1a5",
                  "feedback": "",
                  "text": "<p>\\(y&nbsp;= -3x\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "57b5e97c71e4823fbc2f63a5"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282b7",
              "learningObjectiveId": "mc3-objective%3A14722%40MIT-OEIT",
              "text": "<p>State the equation(s) for all&nbsp;oblique asymptotes of</p>\n\n<p>\\(f(x) = \\frac{x-2}{x+3}\\)</p>\n\n<p>If none exist, state &quot;none&quot;.</p>\n",
              "description": "",
              "displayName": "Copy of Horizontal asymptotes",
              "itemId": "assessment.Item%3A57b5e97c71e4823fbc2f6395%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a1a3"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 27,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "51801518-1f07",
              "id": "58b49f96f92055c2fd409494",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409496",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52828b"
                  ],
                  "_id": "58b49f96f92055c2fd409496",
                  "feedback": "",
                  "text": "<p>\\( x = -2, 0, 1 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "587676af71e48263f88949a5"
                },
                {
                  "id": "58b49f96f92055c2fd409495",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52828b"
                  ],
                  "_id": "58b49f96f92055c2fd409495",
                  "feedback": "",
                  "text": "<p>\\( x = 1 - \\sqrt{5}, 1, 1+\\sqrt{5} \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "587676af71e48263f88949a6"
                },
                {
                  "id": "58b49f96f92055c2fd409497",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528234"
                  ],
                  "_id": "58b49f96f92055c2fd409497",
                  "feedback": "",
                  "text": "<p>\\( x = -2, -1, 2 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "587676af71e48263f88949a4"
                },
                {
                  "id": "58b49f96f92055c2fd409498",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409498",
                  "feedback": "",
                  "text": "<p>\\( x = \\frac{1}{2}-\\frac{\\sqrt{5}}{2}, 1, \\frac{1}{2}+\\frac{\\sqrt{5}}{2} \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "587676af71e48263f88949a3"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282b0",
              "learningObjectiveId": "mc3-objective%3A14288%40MIT-OEIT",
              "text": "<p>Solve to obtain the exact solutions.</p>\n\n<p>\\( x^3 - 2x^2 + 1 =0\\)</p>\n",
              "description": "",
              "displayName": "Copy of Find all of the zeros of a polynomial function #5",
              "itemId": "assessment.Item%3A587676af71e48263f8894996%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409494"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 27,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "d6f5c6e5-c2a7",
              "id": "58b49f96f92055c2fd4094ac",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4094b0",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4094b0",
                  "feedback": "",
                  "text": "<p>\\( x = -2, -1, 3 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "587651d771e48263f8894883"
                },
                {
                  "id": "58b49f96f92055c2fd4094ae",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52828b"
                  ],
                  "_id": "58b49f96f92055c2fd4094ae",
                  "feedback": "",
                  "text": "<p>\\( x = -2, 1, 3\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "587651d771e48263f8894885"
                },
                {
                  "id": "58b49f96f92055c2fd4094af",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528234"
                  ],
                  "_id": "58b49f96f92055c2fd4094af",
                  "feedback": "",
                  "text": "<p>\\( x = -3, 2, 1 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "587651d771e48263f8894884"
                },
                {
                  "id": "58b49f96f92055c2fd4094ad",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52828b"
                  ],
                  "_id": "58b49f96f92055c2fd4094ad",
                  "feedback": "",
                  "text": "<p>\\( x = 6, -6, 0\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "587651d771e48263f8894886"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282b0",
              "learningObjectiveId": "mc3-objective%3A14288%40MIT-OEIT",
              "text": "<p>Solve to obtain the exact solutions.</p>\n\n<p>\\( x^3-7x -&nbsp;6=0\\)</p>\n",
              "description": "",
              "displayName": "Copy of Find all of the zeros of a polynomial function #1",
              "itemId": "assessment.Item%3A587651d771e48263f8894876%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4094ac"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 27,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "5",
              "instanceId": "6bddd2d5-aa2e",
              "id": "58b49f96f92055c2fd40949a",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd40949d",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528234"
                  ],
                  "_id": "58b49f96f92055c2fd40949d",
                  "feedback": "",
                  "text": "<p>\\( x = -\\frac{3}{4}, 2, 7&nbsp;\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "58765fcf71e48263f8894947"
                },
                {
                  "id": "58b49f96f92055c2fd40949b",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52828b"
                  ],
                  "_id": "58b49f96f92055c2fd40949b",
                  "feedback": "",
                  "text": "<p>\\( x = -\\frac{4}{3}, 1, 4 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "58765fcf71e48263f8894949"
                },
                {
                  "id": "58b49f96f92055c2fd40949e",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd40949e",
                  "feedback": "",
                  "text": "<p>\\( x = -2, -\\frac{4}{3}, 7 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "58765fcf71e48263f8894946"
                },
                {
                  "id": "58b49f96f92055c2fd40949c",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52828b"
                  ],
                  "_id": "58b49f96f92055c2fd40949c",
                  "feedback": "",
                  "text": "<p>\\( x = -2, -1, 7 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "58765fcf71e48263f8894948"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282b0",
              "learningObjectiveId": "mc3-objective%3A14288%40MIT-OEIT",
              "text": "<p>Solve to obtain the exact solutions.</p>\n\n<p>\\( 3x^3-11x^2 -62x -56=0\\)</p>\n",
              "description": "",
              "displayName": "Copy of Find all of the zeros of a polynomial function #4",
              "itemId": "assessment.Item%3A58765fcf71e48263f8894939%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd40949a"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 28,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "94ec2cf0-4ae5",
              "id": "58b49f96f92055c2fd4096b1",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4096b5",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4096b5",
                  "feedback": "",
                  "text": "<p>\\( 24 i &nbsp;\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "586bbce471e482d81a43dbb0"
                },
                {
                  "id": "58b49f96f92055c2fd4096b3",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528260"
                  ],
                  "_id": "58b49f96f92055c2fd4096b3",
                  "feedback": "",
                  "text": "<p>\\( 24i^2 &nbsp;\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "586bbce471e482d81a43dbb2"
                },
                {
                  "id": "58b49f96f92055c2fd4096b4",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528334"
                  ],
                  "_id": "58b49f96f92055c2fd4096b4",
                  "feedback": "",
                  "text": "<p>\\( 3i \\sqrt{64} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "586bbce471e482d81a43dbb1"
                },
                {
                  "id": "58b49f96f92055c2fd4096b2",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528260"
                  ],
                  "_id": "58b49f96f92055c2fd4096b2",
                  "feedback": "",
                  "text": "<p>\\( -24i &nbsp;\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "586bbce471e482d81a43dbb3"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282a9",
              "learningObjectiveId": "mc3-objective%3A14255%40MIT-OEIT",
              "text": "<p>Which of the following expresses&nbsp;\\( 3\\sqrt{-64} \\) in terms of \\( i \\)? Simplify.</p>\n",
              "description": "",
              "displayName": "Copy of Express square roots of negative numbers using \\( i \\) #4",
              "itemId": "assessment.Item%3A586bbce471e482d81a43dba3%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4096b1"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 28,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "22d1e5a2-c11f",
              "id": "58b49f96f92055c2fd4096b7",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4096b8",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528334"
                  ],
                  "_id": "58b49f96f92055c2fd4096b8",
                  "feedback": "",
                  "text": "<p>\\( -7i \\sqrt{2} \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "586bbc3f71e482d81a43db6e"
                },
                {
                  "id": "58b49f96f92055c2fd4096bb",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4096bb",
                  "feedback": "",
                  "text": "<p>\\( 2 i \\sqrt{7} \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "586bbc3f71e482d81a43db6b"
                },
                {
                  "id": "58b49f96f92055c2fd4096b9",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528260"
                  ],
                  "_id": "58b49f96f92055c2fd4096b9",
                  "feedback": "",
                  "text": "<p>\\( 2i^2 \\sqrt{7} \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "586bbc3f71e482d81a43db6d"
                },
                {
                  "id": "58b49f96f92055c2fd4096ba",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528334"
                  ],
                  "_id": "58b49f96f92055c2fd4096ba",
                  "feedback": "",
                  "text": "<p>\\( i \\sqrt{28} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "586bbc3f71e482d81a43db6c"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282a9",
              "learningObjectiveId": "mc3-objective%3A14255%40MIT-OEIT",
              "text": "<p>Which of the following expresses&nbsp;\\( \\sqrt{-28} \\) in terms of \\( i \\)? Simplify.</p>\n",
              "description": "",
              "displayName": "Copy of Express square roots of negative numbers using \\( i \\) #3",
              "itemId": "assessment.Item%3A586bbc3f71e482d81a43db5e%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4096b7"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 28,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "5",
              "instanceId": "3d9b6499-e878",
              "id": "58b49f96f92055c2fd4096c3",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4096c5",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528334"
                  ],
                  "_id": "58b49f96f92055c2fd4096c5",
                  "feedback": "",
                  "text": "<p>\\( 2i\\sqrt{3} \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "586bba7371e482d81a43dacb"
                },
                {
                  "id": "58b49f96f92055c2fd4096c4",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528260"
                  ],
                  "_id": "58b49f96f92055c2fd4096c4",
                  "feedback": "",
                  "text": "<p>\\( -2i \\sqrt{3} \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "586bba7371e482d81a43dacc"
                },
                {
                  "id": "58b49f96f92055c2fd4096c6",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528334"
                  ],
                  "_id": "58b49f96f92055c2fd4096c6",
                  "feedback": "",
                  "text": "<p>\\( i\\sqrt{18} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "586bba7371e482d81a43daca"
                },
                {
                  "id": "58b49f96f92055c2fd4096c7",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4096c7",
                  "feedback": "",
                  "text": "<p>\\( 3 i \\sqrt{2} \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "586bba7371e482d81a43dac9"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282a9",
              "learningObjectiveId": "mc3-objective%3A14255%40MIT-OEIT",
              "text": "<p>Which of the following expresses&nbsp;\\( \\sqrt{-18} \\) in terms of \\( i \\)? Simplify.</p>\n",
              "description": "",
              "displayName": "Copy of Express square roots of negative numbers using \\( i \\)",
              "itemId": "assessment.Item%3A586bba7371e482d81a43dabc%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4096c3"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 29,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "87fc7d29-d47f",
              "id": "58b49f97f92055c2fd409b06",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd409b09",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52835d"
                  ],
                  "_id": "58b49f97f92055c2fd409b09",
                  "feedback": "",
                  "text": "<p>\\( \\sqrt{130} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5835c57071e4826f9bb1ccb0"
                },
                {
                  "id": "58b49f97f92055c2fd409b08",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52835d"
                  ],
                  "_id": "58b49f97f92055c2fd409b08",
                  "feedback": "",
                  "text": "<p>\\( 7\\sqrt{2} \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5835c57071e4826f9bb1ccb1"
                },
                {
                  "id": "58b49f97f92055c2fd409b0a",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409b0a",
                  "feedback": "",
                  "text": "<p>\\( 5\\sqrt{2} \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5835c57071e4826f9bb1ccaf"
                },
                {
                  "id": "58b49f97f92055c2fd409b07",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528334"
                  ],
                  "_id": "58b49f97f92055c2fd409b07",
                  "feedback": "",
                  "text": "<p>\\( \\sqrt{50} \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5835c57071e4826f9bb1ccb2"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282c0",
              "learningObjectiveId": "mc3-objective%3A15025%40MIT-OEIT",
              "text": "<p>Find the distance between the two points:</p>\n\n<p>\\((4, 0) \\) , \\((3, 7)\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Distance between two points #5",
              "itemId": "assessment.Item%3A5835c57071e4826f9bb1cca2%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409b06"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 29,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "80ad49c5-cb12",
              "id": "58b49f97f92055c2fd409b24",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd409b28",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409b28",
                  "feedback": "",
                  "text": "<p>\\( \\sqrt{85} \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5835b65371e4826f9bb1cb02"
                },
                {
                  "id": "58b49f97f92055c2fd409b27",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52835d"
                  ],
                  "_id": "58b49f97f92055c2fd409b27",
                  "feedback": "",
                  "text": "<p>5</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5835b65371e4826f9bb1cb03"
                },
                {
                  "id": "58b49f97f92055c2fd409b25",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52835d"
                  ],
                  "_id": "58b49f97f92055c2fd409b25",
                  "feedback": "",
                  "text": "<p>13</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5835b65371e4826f9bb1cb05"
                },
                {
                  "id": "58b49f97f92055c2fd409b26",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52835d"
                  ],
                  "_id": "58b49f97f92055c2fd409b26",
                  "feedback": "",
                  "text": "<p>\\( \\sqrt{101} \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5835b65371e4826f9bb1cb04"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282c0",
              "learningObjectiveId": "mc3-objective%3A15025%40MIT-OEIT",
              "text": "<p>Find the distance between the two points:</p>\n\n<p>\\((1, 2)\\) , \\((-5, -5)\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Distance between two points",
              "itemId": "assessment.Item%3A5835b65371e4826f9bb1caf5%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409b24"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 29,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "4",
              "instanceId": "92cea5cd-e329",
              "id": "58b49f97f92055c2fd409b0c",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd409b10",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409b10",
                  "feedback": "",
                  "text": "<p>\\( \\sqrt{5} \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5835c3a471e4826f9bb1cc52"
                },
                {
                  "id": "58b49f97f92055c2fd409b0d",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52835d"
                  ],
                  "_id": "58b49f97f92055c2fd409b0d",
                  "feedback": "",
                  "text": "<p>\\( \\sqrt{3} \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5835c3a471e4826f9bb1cc55"
                },
                {
                  "id": "58b49f97f92055c2fd409b0e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52835d"
                  ],
                  "_id": "58b49f97f92055c2fd409b0e",
                  "feedback": "",
                  "text": "<p>\\( 5\\sqrt{5} \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5835c3a471e4826f9bb1cc54"
                },
                {
                  "id": "58b49f97f92055c2fd409b0f",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52835d"
                  ],
                  "_id": "58b49f97f92055c2fd409b0f",
                  "feedback": "",
                  "text": "<p>1</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5835c3a471e4826f9bb1cc53"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282c0",
              "learningObjectiveId": "mc3-objective%3A15025%40MIT-OEIT",
              "text": "<p>Find the distance between the two points:</p>\n\n<p>\\((6, 3) \\) , \\((4, 2)\\)</p>\n",
              "description": "",
              "displayName": "Copy of Target: Distance between two points #4",
              "itemId": "assessment.Item%3A5835c3a471e4826f9bb1cc45%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409b0c"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 30,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "d8ab76b0-3aa8",
              "id": "58b49f97f92055c2fd409b3c",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd409b3d",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528360"
                  ],
                  "_id": "58b49f97f92055c2fd409b3d",
                  "feedback": "",
                  "text": "<p>center: (7, -8), r = 25</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5835ac6e71e4826f9bb1c99d"
                },
                {
                  "id": "58b49f97f92055c2fd409b40",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409b40",
                  "feedback": "",
                  "text": "<p>center: (-7, 8), r = 5</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5835ac6e71e4826f9bb1c99a"
                },
                {
                  "id": "58b49f97f92055c2fd409b3e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528360"
                  ],
                  "_id": "58b49f97f92055c2fd409b3e",
                  "feedback": "",
                  "text": "<p>center: (-7, 8), r = 25</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5835ac6e71e4826f9bb1c99c"
                },
                {
                  "id": "58b49f97f92055c2fd409b3f",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528360"
                  ],
                  "_id": "58b49f97f92055c2fd409b3f",
                  "feedback": "",
                  "text": "<p>center: (7, -8), r = 5</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5835ac6e71e4826f9bb1c99b"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282bc",
              "learningObjectiveId": "mc3-objective%3A14229%40MIT-OEIT",
              "text": "<p>What is the center and radius of the circle given by \\( (x+7)^2 + (y-8)^2 = 25 \\)?</p>\n",
              "description": "",
              "displayName": "Copy of Target: Find the center and radius of the circle #4",
              "itemId": "assessment.Item%3A5835ac6e71e4826f9bb1c98d%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409b3c"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 30,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "5",
              "instanceId": "b184048e-b830",
              "id": "58b49f97f92055c2fd409b36",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd409b3a",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409b3a",
                  "feedback": "",
                  "text": "<p>center: (-2, 6), r = \\( \\sqrt{5} \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5835ad6c71e4826f9bb1c9db"
                },
                {
                  "id": "58b49f97f92055c2fd409b37",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528360"
                  ],
                  "_id": "58b49f97f92055c2fd409b37",
                  "feedback": "",
                  "text": "<p>center: (-2, 6), r = 25</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5835ad6c71e4826f9bb1c9de"
                },
                {
                  "id": "58b49f97f92055c2fd409b39",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528360"
                  ],
                  "_id": "58b49f97f92055c2fd409b39",
                  "feedback": "",
                  "text": "<p>center: (2, -6), r = \\( \\sqrt{5} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5835ad6c71e4826f9bb1c9dc"
                },
                {
                  "id": "58b49f97f92055c2fd409b38",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528360"
                  ],
                  "_id": "58b49f97f92055c2fd409b38",
                  "feedback": "",
                  "text": "<p>center: (2, -6), r = 25</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5835ad6c71e4826f9bb1c9dd"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282bc",
              "learningObjectiveId": "mc3-objective%3A14229%40MIT-OEIT",
              "text": "<p>What is the center and radius of the circle given by \\( (x+2)^2 + (y-6)^2 = 5 \\)?</p>\n",
              "description": "",
              "displayName": "Copy of Target: Find the center and radius of the circle #5",
              "itemId": "assessment.Item%3A5835ad6c71e4826f9bb1c9ce%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409b36"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 30,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "6",
              "instanceId": "01238e18-5c89",
              "id": "58b49f97f92055c2fd40a46b",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a46c",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528360"
                  ],
                  "_id": "58b49f97f92055c2fd40a46c",
                  "feedback": "",
                  "text": "<p>Center: \\( ( -4, 4) \\); Radius: 4</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "574dde9ee7dde0b3c6c66524"
                },
                {
                  "id": "58b49f97f92055c2fd40a46f",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a46f",
                  "feedback": "",
                  "text": "<p>Center: \\( ( -4, 4) \\); Radius: 2</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "574dde9ee7dde0b3c6c66521"
                },
                {
                  "id": "58b49f97f92055c2fd40a46d",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528360"
                  ],
                  "_id": "58b49f97f92055c2fd40a46d",
                  "feedback": "",
                  "text": "<p>Center: \\( ( 4, -4) \\); Radius: 4</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "574dde9ee7dde0b3c6c66523"
                },
                {
                  "id": "58b49f97f92055c2fd40a46e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528360"
                  ],
                  "_id": "58b49f97f92055c2fd40a46e",
                  "feedback": "",
                  "text": "<p>Center: \\( ( 4, -4) \\); Radius: 2</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "574dde9ee7dde0b3c6c66522"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282bc",
              "learningObjectiveId": "mc3-objective%3A14229%40MIT-OEIT",
              "text": "<p>Consider the circle given by the equation \\( (x+4)^2 + (y-4)^2 = 4 \\). What is the location of the center of the circle? What is the circle&#39;s radius?</p>\n",
              "description": "TARGET",
              "displayName": "Find the center and radius of a circle",
              "itemId": "assessment.Item%3A574dde9de7dde0b3c6c66514%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a46b"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 31,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "84c7e202-ef01",
              "id": "58b49f96f92055c2fd409237",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd40923b",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd40923b",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/one2one_1486397381.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "58989f8571e4825b29ae3171"
                },
                {
                  "id": "58b49f96f92055c2fd409238",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a4"
                  ],
                  "_id": "58b49f96f92055c2fd409238",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/NOTone2one_1486397438.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "58989f8571e4825b29ae3174"
                },
                {
                  "id": "58b49f96f92055c2fd40923a",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a4"
                  ],
                  "_id": "58b49f96f92055c2fd40923a",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/NOTone2one_1486397413.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "58989f8571e4825b29ae3172"
                },
                {
                  "id": "58b49f96f92055c2fd409239",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a4"
                  ],
                  "_id": "58b49f96f92055c2fd409239",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/one2one_1486397247.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "58989f8571e4825b29ae3173"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282f5",
              "learningObjectiveId": "mc3-objective%3A14512%40MIT-OEIT",
              "text": "<p>Which of the following graphs corresponds to a function that is one-to-one?</p>\n",
              "description": "",
              "displayName": "Copy of Identify a one-to-one function using the horizontal line test #2",
              "itemId": "assessment.Item%3A58989f8571e4825b29ae3164%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409237"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 31,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "2176842a-a3a6",
              "id": "58b49f96f92055c2fd409225",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409229",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409229",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/NOTone2one_1486397850.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5898a11171e4825b29ae3246"
                },
                {
                  "id": "58b49f96f92055c2fd409227",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a4"
                  ],
                  "_id": "58b49f96f92055c2fd409227",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/NOTone2one_1486397517.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5898a11171e4825b29ae3248"
                },
                {
                  "id": "58b49f96f92055c2fd409228",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a4"
                  ],
                  "_id": "58b49f96f92055c2fd409228",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/NOTone2one_1486397621.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5898a11171e4825b29ae3247"
                },
                {
                  "id": "58b49f96f92055c2fd409226",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a4"
                  ],
                  "_id": "58b49f96f92055c2fd409226",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/NOTone2one_1486397815.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5898a11171e4825b29ae3249"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282f5",
              "learningObjectiveId": "mc3-objective%3A14512%40MIT-OEIT",
              "text": "<p>Which of the following graphs corresponds to a function that is one-to-one?</p>\n",
              "description": "",
              "displayName": "Copy of Identify a one-to-one function using the horizontal line test #5",
              "itemId": "assessment.Item%3A5898a11171e4825b29ae3239%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409225"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 31,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "4",
              "instanceId": "a2374a41-adac",
              "id": "58b49f96f92055c2fd40922b",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd40922e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a4"
                  ],
                  "_id": "58b49f96f92055c2fd40922e",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/NOTone2one_1486397621.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5898a06171e4825b29ae31fe"
                },
                {
                  "id": "58b49f96f92055c2fd40922f",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd40922f",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/NOTone2one_1486397674.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5898a06171e4825b29ae31fd"
                },
                {
                  "id": "58b49f96f92055c2fd40922d",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a4"
                  ],
                  "_id": "58b49f96f92055c2fd40922d",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/NOTone2one_1486397517.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5898a06171e4825b29ae31ff"
                },
                {
                  "id": "58b49f96f92055c2fd40922c",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282a4"
                  ],
                  "_id": "58b49f96f92055c2fd40922c",
                  "feedback": "",
                  "text": "<p><img alt=\"\" src=\"https://d3gllkdydocoif.cloudfront.net/57279fb9e7dde086d01b93ef/NOTone2one_1486397694.png\" style=\"width: 400px; height: 340px;\" /></p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5898a06171e4825b29ae3200"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282f5",
              "learningObjectiveId": "mc3-objective%3A14512%40MIT-OEIT",
              "text": "<p>Which of the following graphs corresponds to a function that is one-to-one?</p>\n",
              "description": "",
              "displayName": "Copy of Identify a one-to-one function using the horizontal line test #4",
              "itemId": "assessment.Item%3A5898a06171e4825b29ae31f0%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd40922b"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 32,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "c368bdcb-5a24",
              "id": "58b49f96f92055c2fd4093c3",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4093c5",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52831f"
                  ],
                  "_id": "58b49f96f92055c2fd4093c5",
                  "feedback": "",
                  "text": "<p>\\(y=1\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "58792dd471e482663203c31e"
                },
                {
                  "id": "58b49f96f92055c2fd4093c7",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4093c7",
                  "feedback": "",
                  "text": "<p>none</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "58792dd471e482663203c31c"
                },
                {
                  "id": "58b49f96f92055c2fd4093c6",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52831f"
                  ],
                  "_id": "58b49f96f92055c2fd4093c6",
                  "feedback": "",
                  "text": "<p>\\(y = \\frac{5}{9}\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "58792dd471e482663203c31d"
                },
                {
                  "id": "58b49f96f92055c2fd4093c4",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52831f"
                  ],
                  "_id": "58b49f96f92055c2fd4093c4",
                  "feedback": "",
                  "text": "<p>\\(y=0\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "58792dd471e482663203c31f"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282b6",
              "learningObjectiveId": "mc3-objective%3A14721%40MIT-OEIT",
              "text": "<p>State the equation(s) for all&nbsp;horizontal asymptotes of</p>\n\n<p>\\(f(x) = \\frac{5x^3}{9x}\\)</p>\n\n<p>If none exist, state &quot;none&quot;.</p>\n",
              "description": "",
              "displayName": "Copy of Horizontal asymptotes #3",
              "itemId": "assessment.Item%3A58792dd371e482663203c30f%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4093c3"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 32,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "4",
              "instanceId": "431d9926-4954",
              "id": "58b49f96f92055c2fd4093b6",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4093ba",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4093ba",
                  "feedback": "",
                  "text": "<p>none</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5879307c71e482663203c3ac"
                },
                {
                  "id": "58b49f96f92055c2fd4093b7",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52831f"
                  ],
                  "_id": "58b49f96f92055c2fd4093b7",
                  "feedback": "",
                  "text": "<p>\\(y= -2, y=-3\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5879307c71e482663203c3af"
                },
                {
                  "id": "58b49f96f92055c2fd4093b9",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52831f"
                  ],
                  "_id": "58b49f96f92055c2fd4093b9",
                  "feedback": "",
                  "text": "<p>\\(y = 0\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5879307c71e482663203c3ad"
                },
                {
                  "id": "58b49f96f92055c2fd4093b8",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52831f"
                  ],
                  "_id": "58b49f96f92055c2fd4093b8",
                  "feedback": "",
                  "text": "<p>\\(y=1\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5879307c71e482663203c3ae"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282b6",
              "learningObjectiveId": "mc3-objective%3A14721%40MIT-OEIT",
              "text": "<p>State the equation(s) for all&nbsp;horizontal asymptotes of</p>\n\n<p>\\(f(x) = \\frac{x^3}{x^2+5x+6}\\)</p>\n\n<p>If none exist, state &quot;none&quot;.</p>\n",
              "description": "",
              "displayName": "Copy of Horizontal asymptotes #4",
              "itemId": "assessment.Item%3A5879307c71e482663203c39f%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd4093b6"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 32,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "5",
              "instanceId": "e4a57ef9-58b9",
              "id": "58b49f96f92055c2fd409447",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd40944b",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52827e"
                  ],
                  "_id": "58b49f96f92055c2fd40944b",
                  "feedback": "",
                  "text": "<p>\\(x = 3\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5877bc9971e482663203b0cc"
                },
                {
                  "id": "58b49f96f92055c2fd409449",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52827e"
                  ],
                  "_id": "58b49f96f92055c2fd409449",
                  "feedback": "",
                  "text": "<p>\\(x = -2, x = -8\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5877bc9971e482663203b0ce"
                },
                {
                  "id": "58b49f96f92055c2fd409448",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52831f"
                  ],
                  "_id": "58b49f96f92055c2fd409448",
                  "feedback": "",
                  "text": "<p>\\(y = -2, y=-8\\)</p>\n",
                  "displayName": "Choice 4",
                  "choiceId": "5877bc9971e482663203b0cf"
                },
                {
                  "id": "58b49f96f92055c2fd40944a",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52831f"
                  ],
                  "_id": "58b49f96f92055c2fd40944a",
                  "feedback": "",
                  "text": "<p>none</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5877bc9971e482663203b0cd"
                },
                {
                  "id": "58b49f96f92055c2fd40944c",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd40944c",
                  "feedback": "",
                  "text": "<p>\\(y = 3\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5877bc9971e482663203b0cb"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282b6",
              "learningObjectiveId": "mc3-objective%3A14721%40MIT-OEIT",
              "text": "<p>State the equation(s) for all&nbsp;horizontal asymptotes of</p>\n\n<p>\\(f(x) = \\frac{3x^2-5}{x^2+10x+16}\\)</p>\n\n<p>If none exist, state &quot;none&quot;.</p>\n",
              "description": "",
              "displayName": "Copy of Horizontal asymptotes",
              "itemId": "assessment.Item%3A5877bc9971e482663203b0be%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409447"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 33,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "63daded0-8c81",
              "id": "58b49f96f92055c2fd40930e",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409311",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282ff"
                  ],
                  "_id": "58b49f96f92055c2fd409311",
                  "feedback": "",
                  "text": "<p>quotient: \\( 2x^3&nbsp;\\), remainder: \\( 6 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "587faa9471e482dfba6f14b8"
                },
                {
                  "id": "58b49f96f92055c2fd409312",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409312",
                  "feedback": "",
                  "text": "<p>quotient: \\( 2x^2&nbsp;\\), remainder: \\( 6 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "587faa9471e482dfba6f14b7"
                },
                {
                  "id": "58b49f96f92055c2fd40930f",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528331"
                  ],
                  "_id": "58b49f96f92055c2fd40930f",
                  "feedback": "",
                  "text": "<p>quotient: \\( 2x^2 + 20x - 100&nbsp;\\), remainder: \\( 500 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "587faa9471e482dfba6f14ba"
                },
                {
                  "id": "58b49f96f92055c2fd409310",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528300"
                  ],
                  "_id": "58b49f96f92055c2fd409310",
                  "feedback": "",
                  "text": "<p>quotient: \\( 2x^2&nbsp;\\), remainder: \\( 0 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "587faa9471e482dfba6f14b9"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52828b",
              "learningObjectiveId": "mc3-objective%3A14391%40MIT-OEIT",
              "text": "<p>Divide \\( f(x) = 2x^3 + 10x^2 +&nbsp;6&nbsp;\\) by \\( x + 5&nbsp;\\) using synthetic division.</p>\n",
              "description": "",
              "displayName": "Copy of Divide a polynomial by a linear factor using synthetic division #3",
              "itemId": "assessment.Item%3A587faa9471e482dfba6f14aa%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd40930e"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 33,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "1fe318c3-a554",
              "id": "58b49f96f92055c2fd409308",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409309",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528331"
                  ],
                  "_id": "58b49f96f92055c2fd409309",
                  "feedback": "",
                  "text": "<p>quotient: \\( 6x^2 - 10x + 30 \\), remainder: \\( 0 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "587fabe271e482dfba6f14fb"
                },
                {
                  "id": "58b49f96f92055c2fd40930c",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd40930c",
                  "feedback": "",
                  "text": "<p>quotient: \\( 6x^2 - 10x + 15 \\), remainder: \\( -29 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "587fabe271e482dfba6f14f8"
                },
                {
                  "id": "58b49f96f92055c2fd40930b",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282ff"
                  ],
                  "_id": "58b49f96f92055c2fd40930b",
                  "feedback": "",
                  "text": "<p>quotient: \\( 6x^3 - 10x^2 + 15x \\), remainder: \\( -29 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "587fabe271e482dfba6f14f9"
                },
                {
                  "id": "58b49f96f92055c2fd40930a",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528300"
                  ],
                  "_id": "58b49f96f92055c2fd40930a",
                  "feedback": "",
                  "text": "<p>quotient: \\( 6x^2 - 10x + 15 \\), remainder: \\( 15 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "587fabe271e482dfba6f14fa"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52828b",
              "learningObjectiveId": "mc3-objective%3A14391%40MIT-OEIT",
              "text": "<p>Divide \\( f(x) = 6x^3 + 2x^2&nbsp;-5x + 1&nbsp;\\) by \\( x + 2&nbsp;\\) using synthetic division.</p>\n",
              "description": "",
              "displayName": "Copy of Divide a polynomial by a linear factor using synthetic division #4",
              "itemId": "assessment.Item%3A587fabe271e482dfba6f14eb%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409308"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 33,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "4",
              "instanceId": "593497b9-7da5",
              "id": "58b49f96f92055c2fd40931a",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd40931d",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282ff"
                  ],
                  "_id": "58b49f96f92055c2fd40931d",
                  "feedback": "",
                  "text": "<p>quotient: \\( 3x^3 +8x^2 + 11x \\), remainder: \\( 23 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "587fa71671e482dfba6f13fe"
                },
                {
                  "id": "58b49f96f92055c2fd40931e",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd40931e",
                  "feedback": "",
                  "text": "<p>quotient: \\( 3x^2 +8x + 11 \\), remainder: \\( 23 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "587fa71671e482dfba6f13fd"
                },
                {
                  "id": "58b49f96f92055c2fd40931b",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528331"
                  ],
                  "_id": "58b49f96f92055c2fd40931b",
                  "feedback": "",
                  "text": "<p>quotient: \\( 2x^2 - 4x + 5 \\), remainder: \\( 13 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "587fa71671e482dfba6f1400"
                },
                {
                  "id": "58b49f96f92055c2fd40931c",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528300"
                  ],
                  "_id": "58b49f96f92055c2fd40931c",
                  "feedback": "",
                  "text": "<p>quotient: \\( 3x^2 +8x + 11 \\), remainder: \\( 0 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "587fa71671e482dfba6f13ff"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52828b",
              "learningObjectiveId": "mc3-objective%3A14391%40MIT-OEIT",
              "text": "<p>Divide \\( f(x) = 3x^3 + 2x^2 -5x + 1 \\) by \\( x - 2&nbsp;\\) using synthetic division.</p>\n",
              "description": "",
              "displayName": "Copy of Divide a polynomial by a linear factor using synthetic division #1",
              "itemId": "assessment.Item%3A587fa71671e482dfba6f13f0%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd40931a"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 34,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "0e9d0291-798b",
              "id": "58b49f96f92055c2fd409651",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409655",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409655",
                  "feedback": "",
                  "text": "<p>\\( -1 + \\frac{1}{2}i \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "586bd7e571e482d81a43e0f8"
                },
                {
                  "id": "58b49f96f92055c2fd409654",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282bd"
                  ],
                  "_id": "58b49f96f92055c2fd409654",
                  "feedback": "",
                  "text": "<p>\\( -1 -\\frac{1}{2}i \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "586bd7e571e482d81a43e0f9"
                },
                {
                  "id": "58b49f96f92055c2fd409652",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528299"
                  ],
                  "_id": "58b49f96f92055c2fd409652",
                  "feedback": "",
                  "text": "<p>\\( -\\frac{1}{2i}- i \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "586bd7e571e482d81a43e0fb"
                },
                {
                  "id": "58b49f96f92055c2fd409653",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52830a"
                  ],
                  "_id": "58b49f96f92055c2fd409653",
                  "feedback": "",
                  "text": "<p>\\( \\frac{-3}{2} \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "586bd7e571e482d81a43e0fa"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52828d",
              "learningObjectiveId": "mc3-objective%3A14711%40MIT-OEIT",
              "text": "<p>Evaluate and simplify:</p>\n\n<p>\\( \\frac{ 1+2i}{ -2i} \\)</p>\n",
              "description": "",
              "displayName": "Copy of Divide complex numbers #2",
              "itemId": "assessment.Item%3A586bd7e571e482d81a43e0eb%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409651"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 34,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "5",
              "instanceId": "92df3eeb-27d6",
              "id": "58b49f96f92055c2fd409645",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd409647",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52830a"
                  ],
                  "_id": "58b49f96f92055c2fd409647",
                  "feedback": "",
                  "text": "<p>\\( \\frac{34}{53} -&nbsp;\\frac{13}{53}i \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "586be88071e482d81a43e1d0"
                },
                {
                  "id": "58b49f96f92055c2fd409648",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282bd"
                  ],
                  "_id": "58b49f96f92055c2fd409648",
                  "feedback": "",
                  "text": "<p>\\( \\frac{8}{13} - \\frac{1}{13}i \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "586be88071e482d81a43e1cf"
                },
                {
                  "id": "58b49f96f92055c2fd409646",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528299"
                  ],
                  "_id": "58b49f96f92055c2fd409646",
                  "feedback": "",
                  "text": "<p>\\( \\frac{13}{53} - \\frac{34}{53}i \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "586be88071e482d81a43e1d1"
                },
                {
                  "id": "58b49f96f92055c2fd409649",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd409649",
                  "feedback": "",
                  "text": "<p>\\( \\frac{34}{53} + \\frac{13}{53}i \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "586be88071e482d81a43e1ce"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52828d",
              "learningObjectiveId": "mc3-objective%3A14711%40MIT-OEIT",
              "text": "<p>Evaluate and simplify:</p>\n\n<p>\\( \\frac{ -3+4i}{ -2+7i} \\)</p>\n",
              "description": "",
              "displayName": "Copy of Divide complex numbers #4",
              "itemId": "assessment.Item%3A586be88071e482d81a43e1c1%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd409645"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 34,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "6",
              "instanceId": "2ae9136e-a260",
              "id": "58b49f96f92055c2fd40964b",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd40964c",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528299"
                  ],
                  "_id": "58b49f96f92055c2fd40964c",
                  "feedback": "",
                  "text": "<p>\\( \\frac{8}{13} - \\frac{7}{13}i \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "586bda4571e482d81a43e13c"
                },
                {
                  "id": "58b49f96f92055c2fd40964f",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd40964f",
                  "feedback": "",
                  "text": "<p>\\( -\\frac{4}{13} - \\frac{7}{13}i \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "586bda4571e482d81a43e139"
                },
                {
                  "id": "58b49f96f92055c2fd40964e",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b5282bd"
                  ],
                  "_id": "58b49f96f92055c2fd40964e",
                  "feedback": "",
                  "text": "<p>\\( \\frac{8}{13} - \\frac{1}{13}i \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "586bda4571e482d81a43e13a"
                },
                {
                  "id": "58b49f96f92055c2fd40964d",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b52830a"
                  ],
                  "_id": "58b49f96f92055c2fd40964d",
                  "feedback": "",
                  "text": "<p>\\( -\\frac{4}{13} +&nbsp;\\frac{1}{13}i \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "586bda4571e482d81a43e13b"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b52828d",
              "learningObjectiveId": "mc3-objective%3A14711%40MIT-OEIT",
              "text": "<p>Evaluate and simplify:</p>\n\n<p>\\( \\frac{ 1-2i}{ 2+3i} \\)</p>\n",
              "description": "",
              "displayName": "Copy of Divide complex numbers #3",
              "itemId": "assessment.Item%3A586bda4571e482d81a43e12c%40bazzim.MIT.EDU",
              "_id": "58b49f96f92055c2fd40964b"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 35,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "1",
              "instanceId": "83c767c6-1d9c",
              "id": "58b49f97f92055c2fd409907",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40990b",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40990b",
                  "feedback": "",
                  "text": "<p>\\( -16 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "583f4b2771e482974e5179a9"
                },
                {
                  "id": "58b49f97f92055c2fd409908",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528338"
                  ],
                  "_id": "58b49f97f92055c2fd409908",
                  "feedback": "",
                  "text": "<p>\\( 16 \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "583f4b2771e482974e5179ac"
                },
                {
                  "id": "58b49f97f92055c2fd409909",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528255"
                  ],
                  "_id": "58b49f97f92055c2fd409909",
                  "feedback": "",
                  "text": "<p>\\( 4 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "583f4b2771e482974e5179ab"
                },
                {
                  "id": "58b49f97f92055c2fd40990a",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528338"
                  ],
                  "_id": "58b49f97f92055c2fd40990a",
                  "feedback": "",
                  "text": "<p>\\( -4 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "583f4b2771e482974e5179aa"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282dc",
              "learningObjectiveId": "mc3-objective%3A15119%40MIT-OEIT",
              "text": "<p>Find the zero of the function \\( g(x) = \\frac{1}{8}x + 2&nbsp;\\).</p>\n",
              "description": "",
              "displayName": "Copy of Find the zero of a linear function #3",
              "itemId": "assessment.Item%3A583f4b2771e482974e51799c%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409907"
            }
          ],
          [
            {
              "targetIndex": 1,
              "sectionIndex": 35,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "4",
              "instanceId": "15983381-288f",
              "id": "58b49f97f92055c2fd4098fb",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd4098fc",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528338"
                  ],
                  "_id": "58b49f97f92055c2fd4098fc",
                  "feedback": "",
                  "text": "<p>\\( \\frac{1}{4} \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "583f4b3171e482974e5179f6"
                },
                {
                  "id": "58b49f97f92055c2fd4098fe",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528338"
                  ],
                  "_id": "58b49f97f92055c2fd4098fe",
                  "feedback": "",
                  "text": "<p>\\( -4 \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "583f4b3171e482974e5179f4"
                },
                {
                  "id": "58b49f97f92055c2fd4098ff",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd4098ff",
                  "feedback": "",
                  "text": "<p>\\( 4 \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "583f4b3171e482974e5179f3"
                },
                {
                  "id": "58b49f97f92055c2fd4098fd",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528255"
                  ],
                  "_id": "58b49f97f92055c2fd4098fd",
                  "feedback": "",
                  "text": "<p>\\( 6 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "583f4b3171e482974e5179f5"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282dc",
              "learningObjectiveId": "mc3-objective%3A15119%40MIT-OEIT",
              "text": "<p>Find the zero of the function \\( f(x) = -2x + 8 \\).</p>\n",
              "description": "",
              "displayName": "Copy of Find the zero of a linear function #1",
              "itemId": "assessment.Item%3A583f4b3171e482974e5179e6%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd4098fb"
            }
          ],
          [
            {
              "targetIndex": 2,
              "sectionIndex": 35,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "6",
              "instanceId": "d1a657aa-777e",
              "id": "58b49f97f92055c2fd409b90",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd409b91",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528338"
                  ],
                  "_id": "58b49f97f92055c2fd409b91",
                  "feedback": "",
                  "text": "<p>\\( \\frac{1}{3} \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "582f285471e4822a2a058c4a"
                },
                {
                  "id": "58b49f97f92055c2fd409b92",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528255"
                  ],
                  "_id": "58b49f97f92055c2fd409b92",
                  "feedback": "",
                  "text": "<p>\\( 3 \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "582f285471e4822a2a058c49"
                },
                {
                  "id": "58b49f97f92055c2fd409b94",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd409b94",
                  "feedback": "",
                  "text": "<p>\\( -\\frac{3}{2} \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "582f285471e4822a2a058c47"
                },
                {
                  "id": "58b49f97f92055c2fd409b93",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528338"
                  ],
                  "_id": "58b49f97f92055c2fd409b93",
                  "feedback": "",
                  "text": "<p>\\( -\\frac{2}{3} \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "582f285471e4822a2a058c48"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b5282dc",
              "learningObjectiveId": "mc3-objective%3A15119%40MIT-OEIT",
              "text": "<p>Find the zero of the function \\( f(x) = 2x + 3 \\).</p>\n",
              "description": "",
              "displayName": "Copy of Find the zero of a linear function #1",
              "itemId": "assessment.Item%3A582f285471e4822a2a058c3a%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd409b90"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 36,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "3",
              "instanceId": "96d57116-0b31",
              "id": "58b49f97f92055c2fd40a423",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f97f92055c2fd40a425",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528295"
                  ],
                  "_id": "58b49f97f92055c2fd40a425",
                  "feedback": "",
                  "text": "<p>\\( (\\sqrt{3} + 2i\\sqrt{3}, \\sqrt{3} - 2i\\sqrt{3}) \\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5751baa2e7dde00feac50dec"
                },
                {
                  "id": "58b49f97f92055c2fd40a424",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528295"
                  ],
                  "_id": "58b49f97f92055c2fd40a424",
                  "feedback": "",
                  "text": "<p>\\( (1, -7) \\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5751baa2e7dde00feac50ded"
                },
                {
                  "id": "58b49f97f92055c2fd40a427",
                  "confusedOutcomes": [],
                  "_id": "58b49f97f92055c2fd40a427",
                  "feedback": "",
                  "text": "<p>\\( (1, 4) \\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5751baa2e7dde00feac50dea"
                },
                {
                  "id": "58b49f97f92055c2fd40a426",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528384"
                  ],
                  "_id": "58b49f97f92055c2fd40a426",
                  "feedback": "",
                  "text": "<p>\\( (4, 1) \\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5751baa2e7dde00feac50deb"
                }
              ],
              "domain": "58a7969bf36d287948269839",
              "outcome": "58a8a02e0895cd3f6b528285",
              "learningObjectiveId": "mc3-objective%3A14246%40MIT-OEIT",
              "text": "<p>The parabola \\( f(x) = 3x^2 - 6x + 7 \\) has axis of symmetry \\( x = 1 \\). What is its vertex?&nbsp;</p>\n",
              "description": "",
              "displayName": "Determine the vertex of a parabola given its function and axis of symmetry",
              "itemId": "assessment.Item%3A5751baa2e7dde00feac50ddd%40bazzim.MIT.EDU",
              "_id": "58b49f97f92055c2fd40a423"
            }
          ]
        ],
        [
          [
            {
              "targetIndex": 0,
              "sectionIndex": 37,
              "mission": "58bac8c867064a000f27e719",
              "referenceNumber": "2",
              "instanceId": "39551940-5c4a",
              "id": "58b49f96f92055c2fd4092d8",
              "__v": 0,
              "choices": [
                {
                  "id": "58b49f96f92055c2fd4092dc",
                  "confusedOutcomes": [],
                  "_id": "58b49f96f92055c2fd4092dc",
                  "feedback": "",
                  "text": "<p>\\(y=-3\\)</p>\n",
                  "displayName": "Choice 0",
                  "choiceId": "5880caf271e4826b06b77d95"
                },
                {
                  "id": "58b49f96f92055c2fd4092da",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528282"
                  ],
                  "_id": "58b49f96f92055c2fd4092da",
                  "feedback": "",
                  "text": "<p>\\(y=-3x\\)</p>\n",
                  "displayName": "Choice 2",
                  "choiceId": "5880caf271e4826b06b77d97"
                },
                {
                  "id": "58b49f96f92055c2fd4092db",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528282"
                  ],
                  "_id": "58b49f96f92055c2fd4092db",
                  "feedback": "",
                  "text": "<p>\\(x=-3\\)</p>\n",
                  "displayName": "Choice 1",
                  "choiceId": "5880caf271e4826b06b77d96"
                },
                {
                  "id": "58b49f96f92055c2fd4092d9",
                  "confusedOutcomes": [
                    "58a8a02e0895cd3f6b528282"
                  ],
                  "_id": "58b49f96f92055c2fd4092d9",
                  "feedback": "",
                  "text": "<p>\\(y=-x-3\\)</p>\n",
                  "displayName": "Choice 3",
                  "choiceId": "5880caf271e4826b06b77d98"
                }
              ],
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      {
        "_id": "58a8a02e0895cd3f6b528261",
        "type": "OUTCOME",
        "displayName": "Define the number \\( e \\)",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15017%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-10-25T13:52:08"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528261"
      },
      {
        "_id": "58a8a02e0895cd3f6b528264",
        "type": "OUTCOME",
        "displayName": "Define the product rule for logarithms",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14931%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-10-05T14:56:08"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528264"
      },
      {
        "_id": "58a8a02e0895cd3f6b528269",
        "type": "OUTCOME",
        "displayName": "Describe the domain of a function as all possible inputs",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14466%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-07-06T12:04:14",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-31T10:49:12"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528269"
      },
      {
        "_id": "58a8a02e0895cd3f6b52826e",
        "type": "OUTCOME",
        "displayName": "Describe the impact of \\( k \\) in the parabolic function \\( a (x-h)^2 + k \\)",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14835%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-09-12T10:34:00"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52826e"
      },
      {
        "_id": "58a8a02e0895cd3f6b528273",
        "type": "OUTCOME",
        "displayName": "Design a function to match the graph (polynomial)",
        "description": "Select the function that corresponds to the provided graph of a cubic function.",
        "learningObjectiveId": "mc3-objective%3A14230%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-05-31T15:24:58",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2017-01-12T13:20:50"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528273"
      },
      {
        "_id": "58a8a02e0895cd3f6b528278",
        "type": "OUTCOME",
        "displayName": "Determine if a parabola is concave up or concave down",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14768%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-08-29T10:47:42"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528278"
      },
      {
        "_id": "58a8a02e0895cd3f6b52827d",
        "type": "OUTCOME",
        "displayName": "Determine the degree of a polynomial function",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14292%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-06-08T14:46:20",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-09-29T10:46:21"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52827d"
      },
      {
        "_id": "58a8a02e0895cd3f6b528282",
        "type": "OUTCOME",
        "displayName": "Determine the slope of a line from its graph",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14251%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-06-01T12:42:51"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528282"
      },
      {
        "_id": "58a8a02e0895cd3f6b528287",
        "type": "OUTCOME",
        "displayName": "Determine the zeros of a function from its graph",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14241%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-06-01T09:12:03",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-06-13T10:37:43"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528287"
      },
      {
        "_id": "58a8a02e0895cd3f6b52828c",
        "type": "OUTCOME",
        "displayName": "Divide both sides of an inequality by a positive number",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14867%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-09-19T08:36:00"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52828c"
      },
      {
        "_id": "58a8a02e0895cd3f6b528291",
        "type": "OUTCOME",
        "displayName": "Evaluate a cubic polynomial at a point",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14265%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-06-03T10:50:53"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528291"
      },
      {
        "_id": "58a8a02e0895cd3f6b528296",
        "type": "OUTCOME",
        "displayName": "Evaluate an inner/dot product",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14564%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-07-19T12:29:34"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528296"
      },
      {
        "_id": "58a8a02e0895cd3f6b52829b",
        "type": "OUTCOME",
        "displayName": "Explain how the leading coefficient of a polynomial influences end behavior",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14902%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-09-30T10:52:55",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2017-01-24T12:51:30"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52829b"
      },
      {
        "_id": "58a8a02e0895cd3f6b5282a0",
        "type": "OUTCOME",
        "displayName": "Explain the conclusion of the intermediate value theorem when f(a) and f(b) have opposite sign",
        "description": "Given a function f(x) and two points a and b, student can explain the conclusion that if f(a) and f(b) have opposite signs that there must be at least one real zero of f(x) between a and b.",
        "learningObjectiveId": "mc3-objective%3A14244%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-06-01T10:16:59",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-23T15:38:47"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b5282a0"
      },
      {
        "_id": "58a8a02e0895cd3f6b5282a5",
        "type": "OUTCOME",
        "displayName": "Explain the relationship between radicals and exponents",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14852%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-09-15T10:05:01"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b5282a5"
      },
      {
        "_id": "58a8a02e0895cd3f6b5282aa",
        "type": "OUTCOME",
        "displayName": "Express the domain of a function using interval notation",
        "description": "Determine the domain of a given function and write it using interval notation.",
        "learningObjectiveId": "mc3-objective%3A14231%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-05-31T15:32:13",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-07-06T12:04:34"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b5282aa"
      },
      {
        "_id": "58a8a02e0895cd3f6b52822e",
        "type": "OUTCOME",
        "displayName": "Add, subtract, multiply, divide two functions",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15206%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-11-18T09:14:57",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2017-01-17T19:23:09"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52822e"
      },
      {
        "_id": "58a8a02e0895cd3f6b528235",
        "type": "OUTCOME",
        "displayName": "Apply the change-of-base formula",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14926%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-10-05T11:55:58",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-10-10T11:41:07"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528235"
      },
      {
        "_id": "58a8a02e0895cd3f6b528236",
        "type": "OUTCOME",
        "displayName": "Apply the concept of slope to find average rate of change",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15102%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-11-10T15:34:56",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-12-08T12:56:15"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528236"
      },
      {
        "_id": "58a8a02e0895cd3f6b528233",
        "type": "OUTCOME",
        "displayName": "Apply the FOIL method",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14704%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-08-16T13:09:02"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528233"
      },
      {
        "_id": "58a8a02e0895cd3f6b52823a",
        "type": "OUTCOME",
        "displayName": "Apply the midpoint formula to find the center of a circle",
        "description": "Apply the midpoint formula to find the center of a circle given two points that span the diameter.",
        "learningObjectiveId": "mc3-objective%3A15028%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-10-27T12:10:44",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-11-23T13:40:01"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52823a"
      },
      {
        "_id": "58a8a02e0895cd3f6b52823b",
        "type": "OUTCOME",
        "displayName": "Apply the power rule for logarithms",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14944%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-10-07T14:28:46",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-10-10T10:22:33"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52823b"
      },
      {
        "_id": "58a8a02e0895cd3f6b528238",
        "type": "OUTCOME",
        "displayName": "Apply the distributive property",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15433%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2017-01-27T14:57:03"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528238"
      },
      {
        "_id": "58a8a02e0895cd3f6b52823f",
        "type": "OUTCOME",
        "displayName": "Apply the quadratic formula to find the roots of a quadratic equation (complex roots)",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14702%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-08-16T08:15:23",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-30T13:29:41"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52823f"
      },
      {
        "_id": "58a8a02e0895cd3f6b528240",
        "type": "OUTCOME",
        "displayName": "Apply the quotient rule for logarithms",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14929%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-10-05T14:38:08",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-10-10T10:20:35"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528240"
      },
      {
        "_id": "58a8a02e0895cd3f6b52823d",
        "type": "OUTCOME",
        "displayName": "Apply the properties of logarithms to rewrite expressions",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14932%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-10-05T15:24:43",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-10-10T11:39:33"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52823d"
      },
      {
        "_id": "58a8a02e0895cd3f6b5282af",
        "type": "OUTCOME",
        "displayName": "Find a function that models an application",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15125%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-11-14T13:10:01"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b5282af"
      },
      {
        "_id": "58a8a02e0895cd3f6b528244",
        "type": "OUTCOME",
        "displayName": "Calculate common logarithms",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14922%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-10-05T10:56:00",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-10-07T13:14:17"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528244"
      },
      {
        "_id": "58a8a02e0895cd3f6b528242",
        "type": "OUTCOME",
        "displayName": "Apply the vertical line test",
        "description": "Use the vertical line test to determine if a graph is that of a function",
        "learningObjectiveId": "mc3-objective%3A15080%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-11-02T15:48:45",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-11-16T14:59:21"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528242"
      },
      {
        "_id": "58a8a02e0895cd3f6b528245",
        "type": "OUTCOME",
        "displayName": "Calculate compounded investment value",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14344%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-06-21T16:10:06"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528245"
      },
      {
        "_id": "58a8a02e0895cd3f6b528249",
        "type": "OUTCOME",
        "displayName": "Choose the appropriate representation of \"less than\" on a number line.",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14657%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-08-04T12:31:24",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-04T12:35:32"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528249"
      },
      {
        "_id": "58a8a02e0895cd3f6b528247",
        "type": "OUTCOME",
        "displayName": "Choose the appropriate representation of \"greater than\" on a number line.",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14656%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-08-04T12:31:04",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-04T12:35:08"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528247"
      },
      {
        "_id": "58a8a02e0895cd3f6b5282b4",
        "type": "OUTCOME",
        "displayName": "Find equations of inverse variation given values of the variables",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15149%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-11-15T14:21:03"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b5282b4"
      },
      {
        "_id": "58a8a02e0895cd3f6b52824a",
        "type": "OUTCOME",
        "displayName": "Classify the type of polynomial (e.g., constant, linear, quadratic, cubic)",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14293%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-06-08T14:57:03",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2017-01-18T21:43:40"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52824a"
      },
      {
        "_id": "58a8a02e0895cd3f6b52824e",
        "type": "OUTCOME",
        "displayName": "Compose a function and its inverse",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15453%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2017-01-31T14:58:31",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2017-01-31T14:58:39"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52824e"
      },
      {
        "_id": "58a8a02e0895cd3f6b52824c",
        "type": "OUTCOME",
        "displayName": "Combine the difference of two logarithms",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14511%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-07-11T14:21:22",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-07-19T10:52:57"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52824c"
      },
      {
        "_id": "58a8a02e0895cd3f6b528266",
        "type": "OUTCOME",
        "displayName": "Define the standard form of a quadratic equation",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14769%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-08-29T10:54:21"
        },
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        "displayName": "Compose two functions",
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          "updatedAt": "2016-10-25T10:47:39"
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      {
        "_id": "58a8a02e0895cd3f6b528253",
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        "displayName": "Define a linear equation",
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      {
        "_id": "58a8a02e0895cd3f6b528251",
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        "displayName": "Convert an exponential to a logarithm",
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          "updatedAt": "2016-10-07T13:14:40"
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        "displayName": "Describe the factor theorem",
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        "displayName": "Define extraneous",
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        "displayName": "Define the imaginary number \\( i \\)",
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          "updatedAt": "2016-11-15T13:30:13"
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        "displayName": "Define the power rule for logarithms",
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      {
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        "displayName": "Define x-intercept",
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        "learningObjectiveId": "mc3-objective%3A15067%40MIT-OEIT",
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      },
      {
        "_id": "58a8a02e0895cd3f6b528265",
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        "displayName": "Define the quotient rule for logarithms",
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        "auditTrail": {
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        "__v": 0,
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      },
      {
        "_id": "58a8a02e0895cd3f6b52827f",
        "type": "OUTCOME",
        "displayName": "Determine the factors of integers",
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        "learningObjectiveId": "mc3-objective%3A14351%40MIT-OEIT",
        "auditTrail": {
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          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-23T15:37:44"
        },
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      },
      {
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        "type": "OUTCOME",
        "displayName": "Find the equation of a line given two points",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15058%40MIT-OEIT",
        "auditTrail": {
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          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-11-18T10:48:20"
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        "__v": 0,
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      },
      {
        "_id": "58a8a02e0895cd3f6b528268",
        "type": "OUTCOME",
        "displayName": "Define y-intercept",
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        "learningObjectiveId": "mc3-objective%3A15068%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-10-31T12:16:38"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528268"
      },
      {
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        "type": "OUTCOME",
        "displayName": "Describe the impact of \\( a \\) in the parabolic function \\( a (x-h)^2 + k \\)",
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        "learningObjectiveId": "mc3-objective%3A14833%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-09-12T10:33:48"
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        "domain": "58a7969bf36d287948269839",
        "__v": 0,
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      },
      {
        "_id": "58a8a02e0895cd3f6b52826a",
        "type": "OUTCOME",
        "displayName": "Describe the end behavior of a cubic function",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14305%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-06-13T10:45:11",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-09-28T15:39:32"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52826a"
      },
      {
        "_id": "58a8a02e0895cd3f6b528284",
        "type": "OUTCOME",
        "displayName": "Determine the symmetry of a graph",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15144%40MIT-OEIT",
        "auditTrail": {
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        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
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      },
      {
        "_id": "58a8a02e0895cd3f6b5282cd",
        "type": "OUTCOME",
        "displayName": "Find the minimum/maximum of a parabola",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14826%40MIT-OEIT",
        "auditTrail": {
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          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-09-12T10:04:14"
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        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b5282cd"
      },
      {
        "_id": "58a8a02e0895cd3f6b52826d",
        "type": "OUTCOME",
        "displayName": "Describe the impact of \\( h \\) in the parabolic function \\( a (x-h)^2 + k \\)",
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        "learningObjectiveId": "mc3-objective%3A14834%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-09-12T10:33:55"
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        "domain": "58a7969bf36d287948269839",
        "__v": 0,
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      },
      {
        "_id": "58a8a02e0895cd3f6b528271",
        "type": "OUTCOME",
        "displayName": "Design a function given vertical asymptote and x-intercept",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14260%40MIT-OEIT",
        "auditTrail": {
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          "updatedAt": "2017-01-25T09:31:11"
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        "domain": "58a7969bf36d287948269839",
        "__v": 0,
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      },
      {
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        "displayName": "Describe the relationship between multiplicity and function behavior at a zero.",
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        "auditTrail": {
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          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-09-29T11:51:08"
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        "domain": "58a7969bf36d287948269839",
        "__v": 0,
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      },
      {
        "_id": "58a8a02e0895cd3f6b528276",
        "type": "OUTCOME",
        "displayName": "Determine if a correspondence is a relation or a function",
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        "learningObjectiveId": "mc3-objective%3A15076%40MIT-OEIT",
        "auditTrail": {
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          "updatedAt": "2016-11-15T09:53:02"
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        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528276"
      },
      {
        "_id": "58a8a02e0895cd3f6b528272",
        "type": "OUTCOME",
        "displayName": "Design a function given x-intercept",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14262%40MIT-OEIT",
        "auditTrail": {
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          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-07-14T10:41:41"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528272"
      },
      {
        "_id": "58a8a02e0895cd3f6b528289",
        "type": "OUTCOME",
        "displayName": "Determine whether an ordered pair is a solution of an equation",
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        "learningObjectiveId": "mc3-objective%3A15023%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-10-27T12:04:47"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528289"
      },
      {
        "_id": "58a8a02e0895cd3f6b528274",
        "type": "OUTCOME",
        "displayName": "Determine function values given a graph",
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        "learningObjectiveId": "mc3-objective%3A15079%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-11-02T15:47:46"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528274"
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      {
        "_id": "58a8a02e0895cd3f6b5282d2",
        "type": "OUTCOME",
        "displayName": "Find the range of a piecewise function",
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        "learningObjectiveId": "mc3-objective%3A15142%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-11-15T12:50:18"
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        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b5282d2"
      },
      {
        "_id": "58a8a02e0895cd3f6b52827b",
        "type": "OUTCOME",
        "displayName": "Determine the axis of symmetry from the roots of a parabola",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14713%40MIT-OEIT",
        "auditTrail": {
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          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-29T10:33:09"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
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      },
      {
        "_id": "58a8a02e0895cd3f6b528277",
        "type": "OUTCOME",
        "displayName": "Determine if a linear model is appropriate",
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        "displayName": "Estimate a linear model from data",
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        "type": "OUTCOME",
        "displayName": "Determine if two lines are parallel",
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        "displayName": "Determine the order of a matrix",
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        "type": "OUTCOME",
        "displayName": "Determine the axis of symmetry of a parabola given a quadratic function",
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        "displayName": "Evaluate a logarithmic expression",
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        "displayName": "Find the sum of two functions graphically",
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        "displayName": "Determine the equation for a horizontal line",
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        "displayName": "Determine the vertex of a parabola given its function and axis of symmetry",
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        "displayName": "Evaluate positive integer powers of \\( i \\)",
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        "displayName": "Find the zero of a linear function",
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        "displayName": "Determine the slope of a line given two points",
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          "updatedAt": "2016-11-15T15:38:13"
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        "displayName": "Distribute a negative sign",
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        "displayName": "Explain that the y-coordinate of an x-intercept is zero.",
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      {
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          "updatedAt": "2016-11-07T12:46:59"
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        "displayName": "Determine whether a function is even, odd, or neither",
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      {
        "_id": "58a8a02e0895cd3f6b52828f",
        "type": "OUTCOME",
        "displayName": "Evaluate \\( \\ln e \\)",
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          "createdAt": "2016-10-07T11:35:00"
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        "domain": "58a7969bf36d287948269839",
        "__v": 0,
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      },
      {
        "_id": "58a8a02e0895cd3f6b52828b",
        "type": "OUTCOME",
        "displayName": "Divide a polynomial by a linear factor using synthetic division",
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        "auditTrail": {
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          "createdAt": "2016-06-28T11:22:01",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2017-01-18T10:29:17"
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        "__v": 0,
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      },
      {
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        "type": "OUTCOME",
        "displayName": "Explain the criteria for a correspondence to be a function",
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        "auditTrail": {
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          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-11-15T09:52:43"
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        "domain": "58a7969bf36d287948269839",
        "__v": 0,
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        "type": "OUTCOME",
        "displayName": "Graph a logarithmic function",
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        "learningObjectiveId": "mc3-objective%3A14927%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-10-05T12:45:14",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-10-10T10:29:22"
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        "domain": "58a7969bf36d287948269839",
        "__v": 0,
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      {
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        "type": "OUTCOME",
        "displayName": "Divide complex numbers",
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        "learningObjectiveId": "mc3-objective%3A14711%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-08-17T14:01:44",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-09-07T10:13:30"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
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      },
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        "displayName": "Evaluate a piecewise function at a point",
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        "learningObjectiveId": "mc3-objective%3A15215%40MIT-OEIT",
        "auditTrail": {
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          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-12-07T13:34:54"
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        "domain": "58a7969bf36d287948269839",
        "__v": 0,
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        "_id": "58a8a02e0895cd3f6b528290",
        "type": "OUTCOME",
        "displayName": "Evaluate \\( \\log 1 \\)",
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        "learningObjectiveId": "mc3-objective%3A14943%40MIT-OEIT",
        "auditTrail": {
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        "__v": 0,
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        "type": "OUTCOME",
        "displayName": "Explain what a negative rate of change means",
        "description": "Explain that a negative rate of change means that one variable is decreasing with respect to the other.",
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        "auditTrail": {
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        "domain": "58a7969bf36d287948269839",
        "__v": 0,
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        "type": "OUTCOME",
        "displayName": "Graph equations by plotting solutions",
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        "learningObjectiveId": "mc3-objective%3A15024%40MIT-OEIT",
        "auditTrail": {
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          "updatedAt": "2016-10-27T13:38:24"
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        "__v": 0,
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        "displayName": "Evaluate a function at a point",
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        "type": "OUTCOME",
        "displayName": "Evaluate small integer powers of \\( i \\)",
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        "learningObjectiveId": "mc3-objective%3A14257%40MIT-OEIT",
        "auditTrail": {
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        "domain": "58a7969bf36d287948269839",
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        "displayName": "Evaluate a quadratic polynomial at a point",
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        "learningObjectiveId": "mc3-objective%3A14268%40MIT-OEIT",
        "auditTrail": {
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        "domain": "58a7969bf36d287948269839",
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      {
        "_id": "58a8a02e0895cd3f6b5282ac",
        "type": "OUTCOME",
        "displayName": "Express vertical asymptote of a logarithm",
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        "learningObjectiveId": "mc3-objective%3A14521%40MIT-OEIT",
        "auditTrail": {
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        "_id": "58a8a02e0895cd3f6b528297",
        "type": "OUTCOME",
        "displayName": "Evaluate monomials at \\( \\pm \\infty \\)",
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        "learningObjectiveId": "mc3-objective%3A14845%40MIT-OEIT",
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        "displayName": "Explain how the degree of the leading term of a polynomial influences end behavior",
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        "learningObjectiveId": "mc3-objective%3A14903%40MIT-OEIT",
        "auditTrail": {
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          "updatedAt": "2017-01-24T12:43:23"
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        "type": "OUTCOME",
        "displayName": "Find an \\(x\\)-value in the domains of a piecewise function",
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        "learningObjectiveId": "mc3-objective%3A15233%40MIT-OEIT",
        "auditTrail": {
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        "domain": "58a7969bf36d287948269839",
        "__v": 0,
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      {
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        "type": "OUTCOME",
        "displayName": "Explain that x-intercepts occur where f(x)=0",
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        "learningObjectiveId": "mc3-objective%3A14337%40MIT-OEIT",
        "auditTrail": {
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      {
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        "type": "OUTCOME",
        "displayName": "Explain that the x-coordinate of a y-intercept is zero",
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        "learningObjectiveId": "mc3-objective%3A15094%40MIT-OEIT",
        "auditTrail": {
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          "updatedAt": "2016-11-07T14:50:49"
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        "__v": 0,
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      {
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        "type": "OUTCOME",
        "displayName": "Group real and imaginary parts in complex addition/subtraction",
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        "learningObjectiveId": "mc3-objective%3A14803%40MIT-OEIT",
        "auditTrail": {
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        "domain": "58a7969bf36d287948269839",
        "__v": 0,
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      {
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        "displayName": "Explain that y-intercepts can by found by setting x=0",
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        "learningObjectiveId": "mc3-objective%3A14781%40MIT-OEIT",
        "auditTrail": {
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          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-10-31T12:24:51"
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          "updatedAt": "2017-01-19T09:30:12"
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        "type": "OUTCOME",
        "displayName": "Explain the difference between \"AND\" and \"OR\" when referring to inequalities",
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          "updatedAt": "2016-08-23T15:39:01"
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        "displayName": "Explain the conclusion of the intermediate value theorem when f(a) and f(b) have the same sign",
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          "createdAt": "2016-06-01T10:22:46"
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        "displayName": "Identify a one-to-one function using the horizontal line test",
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        "auditTrail": {
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        "_id": "58a8a02e0895cd3f6b5282bb",
        "type": "OUTCOME",
        "displayName": "Find the axis of symmetry of a parabola from its graph",
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          "updatedAt": "2016-08-17T14:43:30"
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        "type": "OUTCOME",
        "displayName": "Exponentiate to eliminate a logarithm",
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        "displayName": "Explain the vertical line test",
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        "displayName": "Find the distance between two points in a plane",
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          "updatedAt": "2016-11-18T10:48:38"
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        "displayName": "Express the log of a product as the sum of logs",
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        "displayName": "Factor quadratic equations",
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        "displayName": "Find all of the zeros of a polynomial function",
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          "updatedAt": "2016-08-23T15:06:28"
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        "displayName": "Identify the quotient in synthetic division",
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        "displayName": "Find the inverse of a function",
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        "auditTrail": {
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          "updatedAt": "2017-02-01T14:35:35"
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        "displayName": "Find oblique asymptotes of a function",
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        "learningObjectiveId": "mc3-objective%3A14722%40MIT-OEIT",
        "auditTrail": {
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          "updatedAt": "2017-01-25T09:48:25"
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        "__v": 0,
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        "displayName": "Find equations of direct variation given values of the variables",
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        "learningObjectiveId": "mc3-objective%3A15148%40MIT-OEIT",
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        "displayName": "Find equivalent equations by multiplying/dividing by a constant",
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          "updatedAt": "2016-11-21T09:28:12"
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        "displayName": "Identify when an oblique asymptote exists",
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        "learningObjectiveId": "mc3-objective%3A14782%40MIT-OEIT",
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        "displayName": "Find the product of two functions",
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        "learningObjectiveId": "mc3-objective%3A15134%40MIT-OEIT",
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        "displayName": "Find the center and radius of a circle",
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          "updatedAt": "2016-12-06T12:58:50"
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        "displayName": "Find remaining zeros of a polynomial when given a zero or linear factor",
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          "updatedAt": "2016-08-23T15:39:20"
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        "displayName": "Find the \\( y\\)-intercept of an exponential function",
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        "type": "OUTCOME",
        "displayName": "Multiply an inequality by a negative number",
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        "learningObjectiveId": "mc3-objective%3A14740%40MIT-OEIT",
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        "displayName": "Find the relative minima/maxima of a function",
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        "learningObjectiveId": "mc3-objective%3A15123%40MIT-OEIT",
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        "displayName": "Find the domain and range of an exponential function",
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        "type": "OUTCOME",
        "displayName": "Find the difference quotient for a function",
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        "displayName": "Find the complex conjugate",
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        "auditTrail": {
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        "auditTrail": {
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        "displayName": "Find the domain of sum/difference/product/quotient of two functions",
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        "displayName": "Find the domain of a logarithmic function",
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        "displayName": "Find the domain of a function given a graph",
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        "displayName": "Find the vertex of a parabola from its graph",
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        "displayName": "Find the maximum of a parabola",
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        "displayName": "Find where a function is constant",
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        "displayName": "Recall that the x-coordinate is the distance from the y-axis",
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        "displayName": "Find the quotient of two functions",
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        "type": "OUTCOME",
        "displayName": "Find the order of a product of two matrices",
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        "displayName": "Flip a graph horizontally",
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        "displayName": "Find the slope and y-intercept given a linear equation",
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        "displayName": "Find the range of a function given a graph",
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        "displayName": "Find the x-intercept(s) of a function",
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          "updatedAt": "2016-06-21T14:46:33"
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          "updatedAt": "2016-08-09T10:54:53"
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        "_id": "58a8a02e0895cd3f6b528327",
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        "displayName": "Represent 'greater than' in inequality notation",
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          "updatedAt": "2016-08-23T15:05:07"
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      {
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        "displayName": "Find the sum of two functions algebraically",
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        "displayName": "Find the vertex of a parabola from a quadratic function",
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        "displayName": "Find where a function is decreasing",
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        "learningObjectiveId": "mc3-objective%3A15121%40MIT-OEIT",
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      {
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        "type": "OUTCOME",
        "displayName": "Identify a double root of a function from its graph",
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        "learningObjectiveId": "mc3-objective%3A14240%40MIT-OEIT",
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          "updatedAt": "2016-06-13T11:37:57"
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        "type": "OUTCOME",
        "displayName": "Rewrite quadratic equations in the form ax2 + bx + c = 0",
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        "learningObjectiveId": "mc3-objective%3A14331%40MIT-OEIT",
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          "updatedAt": "2016-08-29T10:54:41"
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      {
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        "type": "OUTCOME",
        "displayName": "Find the y-intercept(s) of a function",
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        "learningObjectiveId": "mc3-objective%3A14724%40MIT-OEIT",
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        "displayName": "Find vertical asymptotes of a function",
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          "updatedAt": "2017-01-19T10:04:35"
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        "displayName": "Flip a graph vertically",
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        "displayName": "Set up the synthetic division calculation",
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        "displayName": "Find where a function is increasing",
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        "learningObjectiveId": "mc3-objective%3A15120%40MIT-OEIT",
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        "displayName": "Find y-intercepts of equations of the form Ax+By=C",
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        "displayName": "Sketch rational functions",
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        "learningObjectiveId": "mc3-objective%3A14723%40MIT-OEIT",
        "auditTrail": {
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          "updatedAt": "2016-08-23T15:41:14"
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        "displayName": "Graph a linear equation using the slope and y-intercept.",
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        "displayName": "Graph a piecewise function",
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        "displayName": "Graph open and closed endpoints",
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        "auditTrail": {
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          "createdAt": "2016-08-17T10:43:33"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528316"
      },
      {
        "_id": "58a8a02e0895cd3f6b52830f",
        "type": "OUTCOME",
        "displayName": "Perform operations utilizing principle of powers",
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        "learningObjectiveId": "mc3-objective%3A14853%40MIT-OEIT",
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          "createdAt": "2016-09-15T10:28:06",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-09-15T11:08:48"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52830f"
      },
      {
        "_id": "58a8a02e0895cd3f6b528329",
        "type": "OUTCOME",
        "displayName": "Represent a union in interval notation",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14583%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-07-21T10:48:26"
        },
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        "__v": 0,
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      },
      {
        "_id": "58a8a02e0895cd3f6b528363",
        "type": "OUTCOME",
        "displayName": "Transform a function or graph",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15207%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-11-18T09:16:30",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-11-18T09:17:11"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528363"
      },
      {
        "_id": "58a8a02e0895cd3f6b528312",
        "type": "OUTCOME",
        "displayName": "Plot points on a Cartesian plane",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15022%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-10-27T11:33:12",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-10-27T15:27:08"
        },
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        "__v": 0,
        "id": "58a8a02e0895cd3f6b528312"
      },
      {
        "_id": "58a8a02e0895cd3f6b52831b",
        "type": "OUTCOME",
        "displayName": "Recall the formula for slope",
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          "createdAt": "2016-11-15T15:37:46"
        },
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        "__v": 0,
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      },
      {
        "_id": "58a8a02e0895cd3f6b528314",
        "type": "OUTCOME",
        "displayName": "Plot positive y-coordinates above the horizontal axis",
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        "auditTrail": {
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          "createdAt": "2016-10-27T13:58:09",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-10-27T14:07:46"
        },
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        "__v": 0,
        "id": "58a8a02e0895cd3f6b528314"
      },
      {
        "_id": "58a8a02e0895cd3f6b528368",
        "type": "OUTCOME",
        "displayName": "Understand composition notation",
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          "createdAt": "2016-10-21T11:46:23"
        },
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        "__v": 0,
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      {
        "_id": "58a8a02e0895cd3f6b528317",
        "type": "OUTCOME",
        "displayName": "Recall that the 1st and 2nd coordinates refer to the x and y-coordinates respectively",
        "description": "Recall that the 1st and 2nd coordinates of an ordered pair refer to the x and y-coordinates respectively",
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          "createdAt": "2016-10-27T15:06:13"
        },
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        "__v": 0,
        "id": "58a8a02e0895cd3f6b528317"
      },
      {
        "_id": "58a8a02e0895cd3f6b528320",
        "type": "OUTCOME",
        "displayName": "Remember that slope can be considered as an average rate of change",
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        "learningObjectiveId": "mc3-objective%3A15251%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-12-05T15:54:30",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-12-05T15:55:15"
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      {
        "_id": "58a8a02e0895cd3f6b52832e",
        "type": "OUTCOME",
        "displayName": "Scale a graph in the \\( y \\)-direction",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15146%40MIT-OEIT",
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          "createdAt": "2016-11-15T13:11:33"
        },
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        "__v": 0,
        "id": "58a8a02e0895cd3f6b52832e"
      },
      {
        "_id": "58a8a02e0895cd3f6b528319",
        "type": "OUTCOME",
        "displayName": "Recall that the y-coordinate is the distance from the x-axis",
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        "auditTrail": {
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          "createdAt": "2016-10-27T13:26:20"
        },
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        "__v": 0,
        "id": "58a8a02e0895cd3f6b528319"
      },
      {
        "_id": "58a8a02e0895cd3f6b52836d",
        "type": "OUTCOME",
        "displayName": "Understand that logarithms are not associative",
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        "auditTrail": {
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          "createdAt": "2016-07-19T10:52:30",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-09T11:05:42"
        },
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      {
        "_id": "58a8a02e0895cd3f6b52831c",
        "type": "OUTCOME",
        "displayName": "Recognize a cubic function from its graph",
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        "auditTrail": {
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          "createdAt": "2016-06-01T09:12:49",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-06-13T10:46:04"
        },
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        "__v": 0,
        "id": "58a8a02e0895cd3f6b52831c"
      },
      {
        "_id": "58a8a02e0895cd3f6b528325",
        "type": "OUTCOME",
        "displayName": "Represent \"greater than or equal to\" in inequality notation",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14672%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-08-10T13:11:41",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-23T15:04:49"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528325"
      },
      {
        "_id": "58a8a02e0895cd3f6b528333",
        "type": "OUTCOME",
        "displayName": "Simplify fractions with square roots in the numerator",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14734%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-08-22T10:50:11",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-23T15:40:59"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528333"
      },
      {
        "_id": "58a8a02e0895cd3f6b52831e",
        "type": "OUTCOME",
        "displayName": "Recognize a quadratic function from its graph",
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        "learningObjectiveId": "mc3-objective%3A14304%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-06-13T10:44:29"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52831e"
      },
      {
        "_id": "58a8a02e0895cd3f6b528372",
        "type": "OUTCOME",
        "displayName": "Understand that vertical asymptotes occur where the denominator of a function is zero",
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        "learningObjectiveId": "mc3-objective%3A14534%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-07-14T08:58:36"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528372"
      },
      {
        "_id": "58a8a02e0895cd3f6b528321",
        "type": "OUTCOME",
        "displayName": "Remember the behavior of polynomial functions at zeros of even multiplicity.",
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        "learningObjectiveId": "mc3-objective%3A14895%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-09-29T11:49:57"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528321"
      },
      {
        "_id": "58a8a02e0895cd3f6b52832a",
        "type": "OUTCOME",
        "displayName": "Represent an intersection in interval notation",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14671%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-08-10T10:54:24",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-23T15:05:28"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52832a"
      },
      {
        "_id": "58a8a02e0895cd3f6b528338",
        "type": "OUTCOME",
        "displayName": "Solve a linear equation",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15115%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-11-14T10:13:38",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-11-18T10:54:22"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528338"
      },
      {
        "_id": "58a8a02e0895cd3f6b528323",
        "type": "OUTCOME",
        "displayName": "Remember the difference between a parenthesis and a bracket in interval notation",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14633%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-07-28T13:39:11",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-23T15:04:30"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528323"
      },
      {
        "_id": "58a8a02e0895cd3f6b528377",
        "type": "OUTCOME",
        "displayName": "Understand the difference between vertex of a parabola and its roots",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14280%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-06-07T08:28:50",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-29T11:13:45"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528377"
      },
      {
        "_id": "58a8a02e0895cd3f6b528326",
        "type": "OUTCOME",
        "displayName": "Represent \"less than or equal to\" in inequality notation",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14673%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-08-10T13:17:49",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-23T15:04:58"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528326"
      },
      {
        "_id": "58a8a02e0895cd3f6b52832f",
        "type": "OUTCOME",
        "displayName": "Select the appropriate solution from several algebraic solutions",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14816%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-09-08T14:53:41"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52832f"
      },
      {
        "_id": "58a8a02e0895cd3f6b52833d",
        "type": "OUTCOME",
        "displayName": "Solve a quadratic equation of the form \\( (x+h)^2 = k \\)",
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        "learningObjectiveId": "mc3-objective%3A14814%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-09-08T14:06:31"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52833d"
      },
      {
        "_id": "58a8a02e0895cd3f6b528328",
        "type": "OUTCOME",
        "displayName": "Represent 'less than' in inequality notation",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14676%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-08-10T22:27:13",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-12-07T10:21:53"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528328"
      },
      {
        "_id": "58a8a02e0895cd3f6b52837c",
        "type": "OUTCOME",
        "displayName": "Understand the relationship between polynomial degree and maximum number of turning points",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14842%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-09-14T08:41:48"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52837c"
      },
      {
        "_id": "58a8a02e0895cd3f6b52832b",
        "type": "OUTCOME",
        "displayName": "Rewrite \\( i^n \\) by dividing \\( n \\) by 4",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14802%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-09-07T09:18:47"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52832b"
      },
      {
        "_id": "58a8a02e0895cd3f6b528334",
        "type": "OUTCOME",
        "displayName": "Simplify square roots by factoring",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14256%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-06-02T09:17:43"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528334"
      },
      {
        "_id": "58a8a02e0895cd3f6b52832d",
        "type": "OUTCOME",
        "displayName": "Scale a graph in the \\( x \\)-direction",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15145%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-11-15T13:11:20"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52832d"
      },
      {
        "_id": "58a8a02e0895cd3f6b528381",
        "type": "OUTCOME",
        "displayName": "Write a linear equation relating the variables in the problem",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15235%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-11-29T10:47:37"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528381"
      },
      {
        "_id": "58a8a02e0895cd3f6b528342",
        "type": "OUTCOME",
        "displayName": "Solve a system of two linear equations with two variables using the substitution method",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14977%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-10-18T13:07:46",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-10-18T14:24:02"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528342"
      },
      {
        "_id": "58a8a02e0895cd3f6b528330",
        "type": "OUTCOME",
        "displayName": "Select the minimum/maximum value of a parabola given its vertex",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14831%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-09-12T09:52:47"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528330"
      },
      {
        "_id": "58a8a02e0895cd3f6b528339",
        "type": "OUTCOME",
        "displayName": "Solve a logarithmic equation",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14509%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-07-11T14:20:16"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528339"
      },
      {
        "_id": "58a8a02e0895cd3f6b528332",
        "type": "OUTCOME",
        "displayName": "Simplify fractions with more than one term in the numerator (one complex)",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14735%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-08-22T12:50:37",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-09-16T15:50:08"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528332"
      },
      {
        "_id": "58a8a02e0895cd3f6b528386",
        "type": "OUTCOME",
        "displayName": "Write the equation for a vertical asymptote",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14526%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-07-12T16:21:40"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528386"
      },
      {
        "_id": "58a8a02e0895cd3f6b528347",
        "type": "OUTCOME",
        "displayName": "Solve absolute value inequalities and express the solution in interval notation",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14581%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-07-21T10:44:42",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2017-01-02T14:56:11"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528347"
      },
      {
        "_id": "58a8a02e0895cd3f6b528335",
        "type": "OUTCOME",
        "displayName": "Sketch a quadratic function given its roots",
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      },
      {
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        "type": "OUTCOME",
        "displayName": "Understand that a real root of a function occurs where its graph touches the x-axis",
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          "updatedAt": "2016-08-09T11:05:33"
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      },
      {
        "_id": "58a8a02e0895cd3f6b528379",
        "type": "OUTCOME",
        "displayName": "Understand the relationship between domain and range of \\( f\\) and \\( f^{-1} \\)",
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          "updatedAt": "2016-10-25T10:46:56"
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      },
      {
        "_id": "58a8a02e0895cd3f6b528364",
        "type": "OUTCOME",
        "displayName": "Translate a word problem into a quadratic equation",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14815%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-09-08T14:43:45"
        },
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        "id": "58a8a02e0895cd3f6b528364"
      },
      {
        "_id": "58a8a02e0895cd3f6b528367",
        "type": "OUTCOME",
        "displayName": "Translate the graph of a function in the \\( y \\)-direction",
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        "learningObjectiveId": "mc3-objective%3A14942%40MIT-OEIT",
        "auditTrail": {
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          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-10-07T13:49:34"
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      },
      {
        "_id": "58a8a02e0895cd3f6b528370",
        "type": "OUTCOME",
        "displayName": "Understand that the range of a function is all of its possible output values",
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        "auditTrail": {
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          "createdAt": "2016-07-05T15:09:22"
        },
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      },
      {
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        "type": "OUTCOME",
        "displayName": "Use the factor theorem to determine if \\(x-c\\) is a factor of \\( f(x) \\)",
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        "learningObjectiveId": "mc3-objective%3A14857%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-09-16T10:41:06",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-09-30T13:46:32"
        },
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        "__v": 0,
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      },
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        "type": "OUTCOME",
        "displayName": "Understand dimension requirements for matrix multiplication",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14528%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-07-12T16:45:02"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528369"
      },
      {
        "_id": "58a8a02e0895cd3f6b52836c",
        "type": "OUTCOME",
        "displayName": "Understand that an extraneous solution must be a solution to the transformed equation",
        "description": "Impermissible values that are not solutions cannot be extraneous solutions since they are not even solutions",
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        "auditTrail": {
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          "createdAt": "2016-06-01T10:52:17",
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          "updatedAt": "2016-09-26T14:16:24"
        },
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        "__v": 0,
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      },
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        "type": "OUTCOME",
        "displayName": "Understand the definition of a logarithm",
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        "auditTrail": {
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          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-10-05T10:49:34"
        },
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      },
      {
        "_id": "58a8a02e0895cd3f6b528383",
        "type": "OUTCOME",
        "displayName": "Write an augmented matrix given a system of equations",
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        "learningObjectiveId": "mc3-objective%3A14984%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-10-18T16:57:09"
        },
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      },
      {
        "_id": "58a8a02e0895cd3f6b528371",
        "type": "OUTCOME",
        "displayName": "Understand that the vertical asymptote of a logarithm occurs where its argument is zero",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14527%40MIT-OEIT",
        "auditTrail": {
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        },
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        "__v": 0,
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      },
      {
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        "type": "OUTCOME",
        "displayName": "Understand that negative of a logarithm is the logarithm of the reciprocal",
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        "learningObjectiveId": "mc3-objective%3A14559%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-07-19T10:48:03",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-09T11:05:51"
        },
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        "__v": 0,
        "id": "58a8a02e0895cd3f6b52836e"
      },
      {
        "_id": "58a8a02e0895cd3f6b52837a",
        "type": "OUTCOME",
        "displayName": "Understand the relationship between factors and zeros.",
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        "learningObjectiveId": "mc3-objective%3A14905%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-09-30T13:57:16"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52837a"
      },
      {
        "_id": "58a8a02e0895cd3f6b528388",
        "type": "OUTCOME",
        "displayName": "Write the equation of a line given slope and y-intercept",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15248%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-12-04T21:32:31"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528388"
      },
      {
        "_id": "58a8a02e0895cd3f6b528376",
        "type": "OUTCOME",
        "displayName": "Understand the difference between open and closed interval",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14459%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-07-05T15:06:52",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2017-01-16T11:13:08"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528376"
      },
      {
        "_id": "58a8a02e0895cd3f6b528373",
        "type": "OUTCOME",
        "displayName": "Understand the Fundamental Theorem of Algebra",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14858%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-09-16T10:42:26"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528373"
      },
      {
        "_id": "58a8a02e0895cd3f6b52837f",
        "type": "OUTCOME",
        "displayName": "Use the intermediate value theorem to find zeros",
        "description": "Use the intermediate value theorem to determine if there is a real zero between two x-values for a given function.",
        "learningObjectiveId": "mc3-objective%3A14226%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-05-31T15:09:14",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-29T11:22:00"
        },
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        "__v": 0,
        "id": "58a8a02e0895cd3f6b52837f"
      },
      {
        "_id": "58a8a02e0895cd3f6b52837b",
        "type": "OUTCOME",
        "displayName": "Understand the relationship between polynomial degree and maximum number of real zeros",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14841%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-09-14T08:40:14"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52837b"
      },
      {
        "_id": "58a8a02e0895cd3f6b528378",
        "type": "OUTCOME",
        "displayName": "Understand the notation \\( f^{-1}(x) \\)",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14999%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-10-21T08:35:02"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528378"
      },
      {
        "_id": "58a8a02e0895cd3f6b528384",
        "type": "OUTCOME",
        "displayName": "Write an ordered pair (x, y)",
        "description": "Write an ordered pair (x, y) given a point on a graph",
        "learningObjectiveId": "mc3-objective%3A14279%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-06-07T08:28:12",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-10-27T12:35:22"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528384"
      },
      {
        "_id": "58a8a02e0895cd3f6b528380",
        "type": "OUTCOME",
        "displayName": "Use the remainder theorem to find a function value",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14856%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-09-16T10:40:30",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-09-16T11:59:32"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528380"
      },
      {
        "_id": "58a8a02e0895cd3f6b52837d",
        "type": "OUTCOME",
        "displayName": "Use substitution to rewrite equations as quadratics",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14846%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-09-14T13:45:51"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52837d"
      },
      {
        "_id": "58a8a02e0895cd3f6b528389",
        "type": "OUTCOME",
        "displayName": "Write the equation of a parabola given its roots and vertex",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14780%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-08-31T09:27:01",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-09-12T10:08:41"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528389"
      },
      {
        "_id": "58a8a02e0895cd3f6b528385",
        "type": "OUTCOME",
        "displayName": "Write the equation for a circle with a given center and radius",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A15029%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-10-27T12:12:20",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-10-31T14:15:13"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528385"
      },
      {
        "_id": "58a8a02e0895cd3f6b528382",
        "type": "OUTCOME",
        "displayName": "Write a quadratic function in the form \\( a(x-h)^2+k \\)",
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        "learningObjectiveId": "mc3-objective%3A14827%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-09-12T08:23:01",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-09-12T10:08:04"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528382"
      },
      {
        "_id": "58a8a02e0895cd3f6b52838a",
        "type": "OUTCOME",
        "displayName": "Write the quadratic function from its graph",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14710%40MIT-OEIT",
        "auditTrail": {
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          "createdAt": "2016-08-17T13:45:46",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-09-12T10:10:24"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52838a"
      },
      {
        "_id": "58a8a02e0895cd3f6b528387",
        "type": "OUTCOME",
        "displayName": "Write the equation for an axis of symmetry",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14712%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-08-17T14:25:51"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b528387"
      },
      {
        "_id": "58a8a02e0895cd3f6b52838c",
        "type": "OUTCOME",
        "displayName": "Write two equivalent inequalities when given an absolute value inequality",
        "description": "",
        "learningObjectiveId": "mc3-objective%3A14582%40MIT-OEIT",
        "auditTrail": {
          "createdBy": "MC3GUE$T",
          "createdAt": "2016-07-21T10:45:37",
          "updatedBy": "MC3GUE$T",
          "updatedAt": "2016-08-23T13:54:10"
        },
        "domain": "58a7969bf36d287948269839",
        "__v": 0,
        "id": "58a8a02e0895cd3f6b52838c"
      }
    ],
    "relationships": [],
    "isGetMappingInProgress": false
  },
  "result": {}
}