Session 21: Review for Exam 1

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Overview

By combining general rules for taking derivatives of sums, products, quotients, and compositions with techniques like implicit differentiation and specific formulas for derivatives, we can differentiate almost any function we can think of.

Lecture Video and Notes

Video Excerpts

Clip 1: Differentiation Formulas

Clip 2: Chain Rule, Revisited

Clip 3: d/dx (sec x)

Clip 4: d/dx (ln(sec x))

Clip 5: d/dx (x10 + 8x)6

Clip 6: The Derivative of Everything?

Clip 7: Key Concepts in Differentiation

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