## Question

###### A particle is moving in space with a distance function s(t) %ta 2t2 + 3t melers in t seconds. a. Determine the time in seconds when the particle is at rest: b. Evaluate the acceleration of the particle when the velocity is 0. (10 marks)Differentiate f (x) = (x + 1)3(18x+ + (simplify your answer as much as possible)(5 Marks)Find f (0) and f" (x) for f (x)

A particle is moving in space with a distance function s(t) %ta 2t2 + 3t melers in t seconds. a. Determine the time in seconds when the particle is at rest: b. Evaluate the acceleration of the particle when the velocity is 0. (10 marks) Differentiate f (x) = (x + 1)3(18x+ + (simplify your answer as much as possible) (5 Marks) Find f (0) and f" (x) for f (x)

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