question below:

At least one of the answers above is NOT correct. Suppose f : R > IR is a 0'1 function such that f(7) = 1 and f'(7) = 14. Denote y = f(a:). Since f'(7) 0. the Inverse Function Theorem states that a: is a function of y near 3; = 1. 1. What isthe value of % aty = 17 1,14 2. What is the approximate value, as approximated by the derivative, of the (unique) :1: such that f(:1:) = 0.9