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5. Suppose f (ac) is an increasing, invertible and concave up function for all x E R. Let h denote _ f(h(x)) the inverse function
5. Suppose f (ac) is an increasing, invertible and concave up function for all x E R. Let h denote _ f\"(h(x)) the inverse function of f and suppose the second derivative of h satises h\"(a:) = W. Prove the inverse function of f is concave down for all a: 6 IR. As part of your solution, state the theorems (if any) used in your proof
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