I already did #1, but still need help with 2-5 please

An Unusual Function f(x) 1. The function f drawn above would be difficult to describe algebraically; nevertheless, it has interesting geometric features for which calculus provides descriptions. Using the textbook definitions and some freedom of artistic judgment, name the value(s) of x for: (a) zeros of f(x) (b) points of discontinuity of f (c) points where f'(x) does not exist (d) points where f'(x) = 0 (e) critical points (f) critical points that are not stationary points (g) intervals over which fincreases (h) intervals over which f decreases (i) relative maxima (j) absolute maxima (k) relative minima (1) absolute minima 2. (a) Find the equation of any horizontal asymptotes. (b) Find the equation of any vertical asymptote(s). 3. Find the x-coordinate of each point of discontinuity of f 4. Find the x-coordinate of each critical point of f'. 5. Sketch f' on the same graph as f. (You will need to approximate the range extent of f'(x) as you graph.)