Given a function f(x) = 1 - In(x)/x2, where r 2 1. (a) Apply the first-order necessary condition to derive the stationary point a* of f(x). (b) Determine f"(x). Find the condition(s) for a under which f(x) is strictly convex. Determine whether * is a strict local minimizer of f(x). () Reconsider the function f(x) given in Question 1. Find the putative minimizer of f(x) by the Newton's Method with ro = 1.0 as the starting point and If'(x) |