Please show work.

1. Consider the following function that describes the position of a car 301] = 2t2 + 421! + 2 in meters, and t given in seconds. Use this to calculate the average velocity from t = 0 to t = 1. Then explain if your solution makes sense for a car. 2. Find f'(x) using the limit denition of the derivative. Then evaluate at :r = 0. f(:n)=4a:2x+3 (l)