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Unformatted text preview: f that is continuous on an open interval I containing c . If f is differentiable on the interval, except possibly at c , then f(c) can be classified as follows: If f (x) changes from negative to positive at c , then f(c) is a relative minimum of f . If f (x) changes from positive to negative at c , then f(c) is a relative maximum of f . When using the 1 st Derivative Test, be sure to consider the domain of the function. The undefined points must be used with other critical #s to determine the test intervals. relative minimums relative maximums neither rel. max. or min. Joke Time What do clowns do after April 30 th ? Matrix What do you get when you add 50 female pigs and 50 male deer? $100,000 (100 sows an bucks) What do you call Calculus students who keep asking to go on a field trip to Cracker Barrel? Nothing. Theyre not going anywhere....
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This note was uploaded on 12/01/2011 for the course MATH 112 taught by Professor Jarvis during the Fall '08 term at BYU.
 Fall '08
 JARVIS
 Calculus, Derivative

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