Questions: 1. Find 3 for each of the following: 2x1 3x+2 a. y= b. y=41(x3)4x2+5x 2. Suppose f (x) = (x2 + 2)3 a. Find f'(x) by computing the cube of x2 + 2 then taking the derivative w.r.t. x. b. Find 1" ' (x) using the chain rule 3. Find the critical values (minimum, maximum) of y = f(x) = x3 3x2 + 5x + 3 and classify each point. (Hint: use second derivative) (1000 1:3) 4. A monopolist has the following demand function: q = p3 a. Find the inverse demand function h. Find the marginal revenue function, MR(q)