Software de prueba

Problem 1808. 04 - Scalar Equations 3

Created by Samuel Thrysøe

Solve Later

{"relationships":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/document","targetMode":"","relationshipId":"rId1","target":"/matlab/document.xml"},{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/output","targetMode":"","relationshipId":"rId2","target":"/matlab/output.xml"}],"parts":[{"partUri":"/matlab/document.xml","relationship":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/image","targetMode":"","relationshipId":"rId1","target":"/media/image1.png"},{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/image","targetMode":"","relationshipId":"rId2","target":"/media/image2.png"},{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/image","targetMode":"","relationshipId":"rId3","target":"/media/image3.png"},{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/image","targetMode":"","relationshipId":"rId4","target":"/media/image4.png"}],"contentType":"application/vnd.mathworks.matlab.code.document+xml","content":"<?xml version=\"1.0\" encoding=\"UTF-8\"?>\n<w:document xmlns:w=\"http://schemas.openxmlformats.org/wordprocessingml/2006/main\"><w:body><w:p><w:pPr><w:pStyle w:val=\"text\"/></w:pPr><w:r><w:t>Define the variables a, b, and c:</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/></w:pPr><w:customXml w:element=\"image\"><w:customXmlPr><w:attr w:name=\"height\" w:val=\"-1\"/><w:attr w:name=\"width\" w:val=\"-1\"/><w:attr w:name=\"relationshipId\" w:val=\"rId1\"/></w:customXmlPr></w:customXml></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/></w:pPr><w:customXml w:element=\"image\"><w:customXmlPr><w:attr w:name=\"height\" w:val=\"-1\"/><w:attr w:name=\"width\" w:val=\"-1\"/><w:attr w:name=\"relationshipId\" w:val=\"rId2\"/></w:customXmlPr></w:customXml></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/></w:pPr><w:customXml w:element=\"image\"><w:customXmlPr><w:attr w:name=\"height\" w:val=\"-1\"/><w:attr w:name=\"width\" w:val=\"-1\"/><w:attr w:name=\"relationshipId\" w:val=\"rId3\"/></w:customXmlPr></w:customXml></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/></w:pPr><w:r><w:t>Use these to calculate z:</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/></w:pPr><w:customXml w:element=\"image\"><w:customXmlPr><w:attr w:name=\"height\" w:val=\"-1\"/><w:attr w:name=\"width\" w:val=\"-1\"/><w:attr w:name=\"relationshipId\" w:val=\"rId4\"/></w:customXmlPr></w:customXml></w:p></w:body></w:document>"},{"partUri":"/matlab/output.xml","contentType":"text/xml","content":"<?xml version=\"1.0\" encoding=\"UTF-8\" standalone=\"no\" ?><embeddedOutputs><metaData><evaluationState>manual</evaluationState><layoutState>code</layoutState><outputStatus>ready</outputStatus></metaData><outputArray type=\"array\"/><regionArray type=\"array\"/></embeddedOutputs>"},{"partUri":"/media/image1.png","contentType":"image/png","content":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD8AAAAcCAIAAABZBfAQAAACYUlEQVR42mP4P5QBw6jrR10/6nr6gG+Xds2ZOLHGU02+ZPEDLLI72z1VeRgYGFi4rOsWnPz8bxC5/suO1pSyvo44e3EGBgkM1387tzxJlse6fdPtv///f7671EdNKrx2Py4PDFTK+bKjyRLT9b/ebYvWEPCvOfoXJvLuTJMSr/uq618Hv+v/3FwRw85oNOvEJ7jQvz8nc/WFkP0zaF3/eHKkgqhGza1f/wkJEuf635/v7Fg+e9LkBfuuPLp5dNXsBYff/6WV68HBzI/hUJBKRtQIIcb1X6/tbLJTNctsXrB5+9KiAF0xPmaD4MUf0TPQn48v7t/BB+6/+fKHGNf/fL3CXZgJwwpyXP/l7LJUWXa99q1PwEb9PDXVm4GBP7H/MkbuB8UsAz4gga1YJM31OAzB7vq/z093mopw2SWt+/iXcABQK+VQJ+z//jieZyrEzOa2+sZ3aIr8d6vdR4pbPOPM57+0cz1V0v2f2+uTeRmZrBLXf4GFwadr/XocjNgSPTXTPVXKnOezElSQzf3379GsRE0GBtG8uXewhSLV0j2kvOfmDtv78jfZ5f31eidRRgbF9m1vIGXm3Z1lGkJs4Lh7/+zy+Wc//tG4rpVO6r8Id+unW1PN+HHmNwYcYSkQ13nm178PF7Y0RqdUJtuKsPFGzt/YEpe95h11Uv7LZXmG2KLlz4NdhfB2zq/3J5vDTUlq50AKHBZwpIt6Zy578uNWu7cEAwOXTfSCJ1QIeEio40lalLYx/315eXnPjp1Hzj8DJ8B/nx6f2Xv09rd//wcbGO2djLp+1PWjrh91PbEAAGxZ5hGMqyTlAAAAAElFTkSuQmCC"},{"partUri":"/media/image2.png","contentType":"image/png","content":"data:image/png;base64,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"},{"partUri":"/media/image3.png","contentType":"image/png","content":"data:image/png;base64,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"},{"partUri":"/media/image4.png","contentType":"image/png","content":"data:image/png;base64,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"}]}

Solve

Solution Stats

785 Solutions
455 Solvers

Last Solution submitted on Mar 20, 2023

Last 200 Solutions

Problem Comments

Solution Comments

Solution 10356285

1 Comment

1 Comment

Henriette Aamand Holm on 4 Feb 2023

In MATLAB use log and not log10. The problem 1808 is asserted equal to ln(), so use log, and not log10 even though this is very tempting, when talking mathematical notations

Solution 9364168

1 Comment

1 Comment

Vasileios Pasialis on 13 Oct 2022

The z equation is wrong.
Currently in MATLAB, "log10(x)" is equal to log(x) and "log(x)" returns the natural logarithm ln(x).

Solution 6821440

1 Comment

1 Comment

Darina Bartova on 3 Nov 2021

log or ln???

Solution 312303

1 Comment

1 Comment

David on 29 Aug 2013

I matematisk forstand vil log() betyde 10-tals logaritme og ln() vil være naturlig logaritme

Problem Recent Solvers455

Suggested Problems

Is my wife right?

16600 Solvers
Back to basics 21 - Matrix replicating

1260 Solvers
Return area of square

10604 Solvers
Find Out sum of principal diagonal element of given matrix

233 Solvers
find the surface area of a cube

464 Solvers

More from this Author26

04 - Scalar Equations 2

483 Solvers
06 - Matrix Equations 1

408 Solvers
02 - Vector Variables 4

503 Solvers
07 - Common functions and indexing 1

408 Solvers
02 - Vector Variables 3

596 Solvers

Problem Tags

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Software de prueba