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A Firm's Production Function Is Given By Q=K2LQ = K ^ { 2 } L

question 71

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A firm's production function is given by Q=K2LQ = K ^ { 2 } L . The marginal products of labor and capital are, respectively, MPL=K2M P _ { L } = K ^ { 2 } and MPK=2KLM P _ { K } = 2 K L . Further, the wage rate is w=$10w = \$ 10 and the rental rate of capital is r=$20r = \$ 20 . Suppose that the firm wants to produce 27,000 units of output in the most efficient way possible. How much does the firm spend?


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