Hi please answer each of the following. Thanks.

1.

Given the composite function h (m) V 6 a: . Identify the inner function g (at) and the outer function f (a?) such that h (is) = f (g (33)). Questions 2 - 4 The Chain Rule If g is differentiable at a and f is differentiable at g (a), then the derivative of the composite function h (ac) = f (g (ac ) ) is given by h' (a) = f' (g (x) ) . g' (ac).Use the chain rule to find the derivative of y = In (ac 3 ).Question 3 2.5 pts Find the derivative of f (m) = e$+2 and evaluate fl (2) Round your answer to four decimal places, if necessary. Question 4 2.5 pts Find the derivative of f (m) = (49: + 3)2 and evaluate f" (1)