Question: givr me problems based on it Page 2: Derivative as a Rate of Change 1. A student found a way to travel to some far

givr me problems based on it

Page 2: Derivative as a Rate of Change 1. A student found a way to travel to some far away planet whose gravitational pull is very different from Earth. She was standing on a rock and tossed it into the air. The height of the rock above ground can be described by h(t) = -4t2 + 4t + 8 in feet with t in seconds. a. Write an equation for the velocity of the rock pebble. 4 pts. V (t ) = - 8t+4 b. Write an equation for its acceleration. 2 pts. alt ) =-8 peloble c. How long does it take the reek to reach its maximum height? 4 pts. v(t) =0 =-8t+4 - Sec

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