Question: Suppose a firm has a production function given by Y = zF(K, N) = zK^1/2 * N^1/2 . (a) Prove that constant return to scale
Suppose a firm has a production function given by Y = zF(K, N) = zK^1/2 * N^1/2 .
(a) Prove that constant return to scale holds for the production function.
(b) Write down the firm's problem. What is the firm's optimality condition?
(c) Let K = 4, z = 1, and w = 1. Solve for the optimal labor demand.
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