Consider the Cobb-Douglas Production function: P(L, K) = 14L0.2 K-0.8 Find the marginal productivity of labor and marginal productivity of capital when 16 units of labor and 18 units of capital are invested. Give your answers to at least 4 decimal places if necessary. Marginal Productivity of Labor when L is 16 and K is 18 = PL(16, 18) = Marginal Productivity of Capital when L is 16 and K is 18 = Pk(16, 18) - =

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Consider the Cobb-Douglas Production function:
P(L, K) = 14L0.2K0.8
Find the marginal productivity of labor and marginal
productivity of capital when 16 units of labor and 18 units of
capital are invested.
Give your answers to at least 4 decimal places if
necessary.
Marginal Productivity of Labor when L is 16 and K is 18 =
PL(16,18) =
Marginal Productivity of Capital when L is 16 and K is 18 =
Pk(16, 18) -
=
Transcribed Image Text:Consider the Cobb-Douglas Production function: P(L, K) = 14L0.2K0.8 Find the marginal productivity of labor and marginal productivity of capital when 16 units of labor and 18 units of capital are invested. Give your answers to at least 4 decimal places if necessary. Marginal Productivity of Labor when L is 16 and K is 18 = PL(16,18) = Marginal Productivity of Capital when L is 16 and K is 18 = Pk(16, 18) - =
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