Partial fractions will be used both when performing integrals requiring partial fractions and in chapter 6 when we cover LaPlace transforms.
Note both viewing and contributing to this page is completely optional, but I have found student created videos have been very helpful for improving student understanding. Thus I recommend choosing one topic (and only one), create a video covering this topic, and post your video and notes including a sample quiz question in the 2nd column next to your topic. You may select a topic by typing "I will do this video" in the 2nd column. However, once you select a topic, please post your video within 3 days.
If you have any comments regarding your video or any other videos (especially if you note mistakes -- typos will happen), please post in the comments row under the relevant topic.
While I recommend creating videos and viewing other students' videos, this is completely optional.
Partial Fraction Outline + Comments from students regarding posted material | Please posted videos and other material in this column |
Partial Fractions 1 Use partial fractions to "simplify" I put simplify in quotes since what is considered simplified depends on the application. Note this example is worked out at https://www.mathsisfun.com/algebra/partial-fractions.html |
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Partial Fractions 2 Find a partial fraction decomposition for This is example 6 from https://math24.net/partial-fraction-decomposition.html#example6 |
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Partial Fractions 3 Find a partial fraction decomposition for This is the last example from https://www.mathsisfun.com/algebra/partial-fractions.html |
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Partial Fractions 4 Find a partial fraction decomposition for This is example 10 from https://math24.net/partial-fraction-decomposition-page-2.html#example10 |
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