1.

A rabbit runs across a parking lot on which a set of coordinate axes has, strangely enough, been drawn. The coordinates (meters) of the rabbit's position as functions of time t (seconds) are given by x=−t22+5t+20 And y=t2−10t+30 Find the acceleration at time t = 15 s?

Answer»


A rabbit runs across a parking lot on which a set of coordinate axes has, strangely enough, been drawn.
The coordinates (meters) of the rabbit's position as functions of time t (seconds) are given by

x=t22+5t+20
And y=t210t+30

Find the acceleration at time t = 15 s?




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