Problem 55245. Calculating Student Grades

Created by Renee Coetsee

Solve Later

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If a student missed an assignment, their grade was recorded as 0. </w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:customXml w:element=\"image\"><w:customXmlPr><w:attr w:name=\"height\" w:val=\"294\"/><w:attr w:name=\"width\" w:val=\"850\"/><w:attr w:name=\"verticalAlign\" w:val=\"baseline\"/><w:attr w:name=\"altText\" w:val=\"\"/><w:attr w:name=\"relationshipId\" w:val=\"rId1\"/></w:customXmlPr></w:customXml></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>The final grade for each student is calculated using the average of their raw scores weighted by how much each assignment type is worth. An example rubric would look something like: </w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"code\"/></w:pPr><w:r><w:t><![CDATA[r = [0.2 0.45 0.35]]]></w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>which indicates that homework, exams, and quizzes are worth 20%, 45%, and 35% of each student's final grade, respectively.  </w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>Write a function that takes a rubric vector as an input and outputs the final grade for each student. </w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc 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","relationship":null}],"relationships":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/document","target":"/matlab/document.xml","relationshipId":"rId1"}]}

<div style = "text-align: start; line-height: 20.4333px; min-height: 0px; white-space: normal; color: rgb(0, 0, 0); font-family: Menlo, Monaco, Consolas, monospace; font-style: normal; font-size: 14px; font-weight: 400; text-decoration: rgb(0, 0, 0); white-space: normal; "><div style="block-size: 564.933px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 282.467px; transform-origin: 407px 282.467px; vertical-align: baseline; "><div style="block-size: 63px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 31.5px; text-align: left; transform-origin: 384px 31.5px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 384px 8px; transform-origin: 384px 8px; unicode-bidi: normal; "><span style="">The matrix grades contains raw grades for 7 students who took your course. Each row represents a different student. The first 7 columns contain grades from 7 homework assignments, the next 3 columns contain grades from exams, and the last 5 columns contain grades from quizzes. If a student missed an assignment, their grade was recorded as 0. </span></span></div><div style="block-size: 299.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 149.75px; text-align: left; transform-origin: 384px 149.75px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><img class="imageNode" style="vertical-align: baseline;width: 850px;height: 294px" 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" data-image-state="image-loaded" width="850" height="294"></div><div style="block-size: 42px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 354px 8px; transform-origin: 354px 8px; unicode-bidi: normal; "><span style="">The final grade for each student is calculated using the average of their raw scores weighted by how much each assignment type is worth. An example rubric would look something like: </span></span></div><div style="background-color: rgb(247, 247, 247); block-size: 20.4333px; border-bottom-left-radius: 4px; border-bottom-right-radius: 4px; border-end-end-radius: 4px; border-end-start-radius: 4px; border-start-end-radius: 4px; border-start-start-radius: 4px; border-top-left-radius: 4px; border-top-right-radius: 4px; margin-block-end: 10px; margin-block-start: 10px; margin-bottom: 10px; margin-inline-end: 3px; margin-inline-start: 3px; margin-left: 3px; margin-right: 3px; margin-top: 10px; perspective-origin: 404px 10.2167px; transform-origin: 404px 10.2167px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; "><div style="background-color: rgba(0, 0, 0, 0); border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; white-space: nowrap; "><span style="block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 76px 8.5px; tab-size: 4; transform-origin: 76px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; "><span style="margin-inline-end: 0px; margin-right: 0px; ">r = [0.2 0.45 0.35]</span></span></div></div><div style="block-size: 42px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 10px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 10px; perspective-origin: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; margin-left: 4px; margin-top: 10px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 353.5px 8px; transform-origin: 353.5px 8px; unicode-bidi: normal; "><span style="">which indicates that homework, exams, and quizzes are worth 20%, 45%, and 35% of each student's final grade, respectively.  </span></span></div><div style="block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 311.5px 8px; transform-origin: 311.5px 8px; unicode-bidi: normal; "><span style="">Write a function that takes a rubric vector as an input and outputs the final grade for each student. </span></span></div><div style="block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 8px; transform-origin: 0px 8px; unicode-bidi: normal; "><span style=""></span></span></div></div></div>

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Christian Schröder on 4 Oct 2022

Since the problem states that "[i]f a student missed an assignment, their grade was recorded as 0", it would be cool if you could change the solution template to reflect that --- it currently records them as NaNs instead.

Dyuman Joshi on 4 Oct 2022

The inclusion of Nan is a part of the problem. You have to solve the problem keeping that in mind (like other users have done).

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Problem 55245. Calculating Student Grades

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Problem 55245. Calculating Student Grades

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