Difference between revisions of "Videos and demos"
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| − | The following links will take you to | + | The following links will take you to videos covering various topics in the course. |
*[http://www.educreations.com/lesson/view/solving-de-checking-that-a-function-is-a-solution/23384860/?s=qwZb1k&ref=app Checking that a given function is a solution to a differential equation]. | *[http://www.educreations.com/lesson/view/solving-de-checking-that-a-function-is-a-solution/23384860/?s=qwZb1k&ref=app Checking that a given function is a solution to a differential equation]. | ||
| − | *[ | + | *[[Math100Videos| Videos from Math 100]] -- there is a lot of overlap between Math 100 and Math 102, so some of these videos may be useful to you. |
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The following links will take you to interactive Desmos demos. | The following links will take you to interactive Desmos demos. | ||
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*[https://www.desmos.com/calculator/ldtmfpjivz Least squares] - finding the best line $y=ax$ through a data set. | *[https://www.desmos.com/calculator/ldtmfpjivz Least squares] - finding the best line $y=ax$ through a data set. | ||
*[https://www.desmos.com/calculator/l3k1hr2ip3 Least squares] - finding the best line $y=ax+b$ through a data set. | *[https://www.desmos.com/calculator/l3k1hr2ip3 Least squares] - finding the best line $y=ax+b$ through a data set. | ||
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| + | '''For more resources, check out [[Course policies and information/Getting help|Getting help]]'''. | ||
<!-- Number of views as of Sept 6, 2016: 1,718 --> | <!-- Number of views as of Sept 6, 2016: 1,718 --> | ||
Latest revision as of 14:27, 18 August 2017
The following links will take you to videos covering various topics in the course.
- Checking that a given function is a solution to a differential equation.
- Videos from Math 100 -- there is a lot of overlap between Math 100 and Math 102, so some of these videos may be useful to you.
The following links will take you to interactive Desmos demos.
- Hill functions
- Continuity of piecewise functions (1).
- Continuity of piecewise functions (2).
- Newton's method applied to a quadratic function (you can change the function in the first line to anything you want).
- Critical points on a quadratic function.
- Critical points on a cubic function.
- Least squares - finding the mean of a data set.
- Least squares - finding the best line $y=ax$ through a data set.
- Least squares - finding the best line $y=ax+b$ through a data set.
For more resources, check out Getting help.
