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Apply the chain rule, the power rule, and the derivative of a trigonometric function all in one. Using a function raised to a power, the 14th video in a series of 31 shows how several rules work together to find a derivative. The examples use the power rule and the chain rule to simplify the derivative of the cotangent function raised to a power.
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Instructional Ideas
- Have pupils calculate each of the derivatives needed in the problem in a separate section when working on problems
Classroom Considerations
- Individuals should know the derivative of all six trigonometric functions
- The class should be familiar with applying the chain rule
- This video is hosted on YouTube
Pros
- Shows examples of simpler versions of the complex function
- Includes each of the steps in determining the derivative
Cons
- None