Question

Consider that the short-run production function for meat-packaging firm is q=20.5. If the marginal cost of producing the 10th
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Answer #1

The production function for the given firm shows that Labour (L) is the only input for the firm. Thus the total cost of the firm will be:

TC = Wage\times Labour

From the production function, we see:

9 La Or L = q^2

Replacing for labour in the Total Cost equation, we get:

TC = wq^2

Differentiating it with respect to q to get MC,

MC=2wq

Now, as given in the question, MC of producing 10th unit is $5, the wage will be:

w=\frac{MC}{2q}

w=\frac{5}{2\times10} = \boldsymbol{0.25}

Hence, (b) $0.25 is the answer.

Thanks!

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