A firm’s production function is given by the equation f(K,L) = 6K0.5L0.5. The marginal product of labor for this firm is
The marginal product of labor
MPL=f′(K,L)=3K0.5L0.5MPL=f'(K, L)=\frac{3K^{0.5}}{L^{0.5}}MPL=f′(K,L)=L0.53K0.5
MPL=3K0.5L0.5MPL=\frac{3K^{0.5}}{L^{0.5}}MPL=L0.53K0.5
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