Unformatted text preview: position function increasing? 4. Where is it decreasing? 5. Locate its critical points. 6. Assume the velocity graph continues linearly for t > 12. Compute position at time t > 12. 7. Find the critical point for your answer for Problem 6. Selected Answers 1) t (s) 2 4 6 8 x (m) 31 3 11 17 ; 3) (2 , 10); 6) 191 2 ( t10) 2 m....
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 Spring '08
 STAFF
 Calculus, Derivative, Position, 3 m, Graph of a function, 2 m

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