Consider the production function Q = 6K//3L/2, where Q, K, and L denote the quantities of output, capital, and labor. Suppose that the price of a unit of output is p = 4, the rental cost of capital is r = 12. The profit-maximizing values of K and L are 0.16, and the wage rate is %3D (a) K = 250000, L = 1250 %3D (b) K = 1250, L = 250000 %3D (c) K 25000, L = 12500 (d) K = 2500, L = 125000 %3D (e) K = 125000, L = 2500 %3D

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20. Consider the production function Q = 6K/3L/2, where Q, K, and L denote
the quantities of output, capital, and labor. Suppose that the price of a unit
of output is p= 4, the rental cost of capital is r 0.16, and the wage rate is
w = 12. The profit-maximizing values of K and L are
(a) K = 250000, L =
1250
(b) K = 1250, L = 250000
(c) K = 25000, L= 12500
(d) K = 2500, L = 125000
(e) K = 125000, L = 2500
Transcribed Image Text:20. Consider the production function Q = 6K/3L/2, where Q, K, and L denote the quantities of output, capital, and labor. Suppose that the price of a unit of output is p= 4, the rental cost of capital is r 0.16, and the wage rate is w = 12. The profit-maximizing values of K and L are (a) K = 250000, L = 1250 (b) K = 1250, L = 250000 (c) K = 25000, L= 12500 (d) K = 2500, L = 125000 (e) K = 125000, L = 2500
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