M408K-TER-Day1-S10 - M408K Third Exam Review Day 1 1) Find...

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M408K Third Exam Review – Day 1 1) Find all functions g such that  5 3 3 1 312 x gx x x  2) Find the value of (1 ) f when 2 ''( ) 12 4 ft t  and '(1) 5 f , (1) 7 f 3) Find ( ) f t when 2 11 '( ) 3sec sin 48 f tt t    and 4 15 3 3 f 4) Aliens drop off another mutilated cow in Dulce, New Mexico by throwing it out of their hovering spacecraft. After inspecting the cow, biologists can tell that the cow hit the ground with a speed of 120 ft/sec. Given that acceleration due to gravity is a constant -32 ft/sec 2 , how high was the spacecraft when the aliens ditched the cow?
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5) Sketch the graph of the function f given the graph of its derivative ' f Assume  01 f 6) Determine whether or not the given function is one-to-one and, if so, find its inverse. Give the domain and range of 1 f if it exists. 3 1 () 1 fx x 7*) Find the inverse function, 1 f , for f when 2 9 x x 0 x 3.
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8) The graph of f is given. (a)
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This note was uploaded on 09/06/2010 for the course M 32795 taught by Professor Schultz during the Spring '10 term at University of Texas at Austin.

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M408K-TER-Day1-S10 - M408K Third Exam Review Day 1 1) Find...

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