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Unformatted text preview: Inverse Functions 1. If f is continuous on its domain, then f 1 is continuous on its domain. 2. If f is increasing on its domain, then f 1 is increasing on its domain. 3. If f is decreasing on its domain, then f 1 is decreasing on its domain. 4. If f is differentiable at c and f 1(c) = 0, then f 1 is differentiable at f(c). The Derivative of an Inverse Function Graphs of inverse functions have reciprocal slopes at points (a, b) and (b, a). Joke Time What do cats eat for breakfast? Mice Krispies What did the canary say when its new cage fell apart? CHEEP CHEEP Where does a sheep go to get a hair cut? To the baa baa shop!...
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 Fall '08
 JARVIS
 Calculus, Inverse Functions

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