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Suppose you are the production manager for Widgets, Inc. Your job is to produce a fixed amount of output at the lowest cost possible. When you take over the position, you find that the price paid for a unit of labor is $20 (W = $20), and the price paid for a unit of capital is $50 (R = $50). You also discover that with the current mix of capital (K) and labor (L), the marginal product of labor is 10 (MPL = 10) and the marginal product of capital is 20 (MPK = 20). Is your company minimizing cost? If not, how could you change inputs to do so? Use a diagram to help explain your answer.
Suppose the supply function for product X is given by Qsx = -50 + 0.5Px - 5Pz. A. How much of product X is produced when Px = $500 and Pz = $30? B. How much of product X is p
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