Suppose that the firm output is given by q=aLK2 specify the marginal products of labour and capital
For the firm output given,
the Marginal product of labour will be,
δqδL=1aL1−1K2=qL\frac{\delta q}{\delta L}=1aL^{1-1}K^2 =\frac{q}{L}δLδq=1aL1−1K2=Lq
and the Marginal product of capital will be,
δqδK=2aLK2−1=2qK\frac{\delta q}{\delta K}=2aLK^{2-1}=\frac{2q}{K}δKδq=2aLK2−1=K2q
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