The answer is (a) $0.25
When q = 9, we have L0.5 = 9 => L = 9^2 = 81
When q = 10, we have L0.5 = 10 => L = 10^2 = 100
Thus, to increase production from 9 to 10, 19 additional workers are required.
The marginal cost of producing the 10th unit = Additional workers hired*wage per worker
=> 5 = 19*w
=> w = 5/19 = 0.26 (close to 0.25)
Thus, the answer is (a)
Save Answer Consider that the short-run production function for meat-packaging firm is q=0.5 of the marginal...
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