2. For the function, f(x), below, state the intervals of increase and decrease, the x-coordinates of the local maximum and minimum points and on the same grid sketch the graph of the derivative function, f'(x). -7-6 -w+ 10 -5- O -5- tev-

A function f(x) and it’s first and second derivatives are given below. Use that information and the graphing strategy to graph each function.

Given function:  f(x) = 4x^3 - 7x^2 + 2x - 5 A. Find the exact x & y coordinates of stationary point f and then use the first derivative test to classify the classify the stationary points.

Let f(x) be a one-to-one function with the point (-1,2). If f'(-1) = 12, then find f-1(2)