- Through 7.1
- Problem set 7.1 will be handed in with the exam
- Question on 6.5, #19
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- Demonstration of the derivative property of exponential functions (that an
exponential function is its own derivative, up to a constant multiple).
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- Examples:
- p. 349, #2,4,6,8
- p. 349, #17
- p. 349, #28
- p. 349, #55-67 odd
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Proof: using the definition of the inverse, and the chain rule.
- Examples:
- #8, p. 356
- #9-16, p. 357
- #20, p. 357
- #22, p. 357
- #31, p. 357
- #33, p. 357
- #42, p. 358
