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Suppose a piece of land has a general production function of f(N) = aN - (b/2)N^2 where N is the number of workers. Suppose output receives a price of p in a perfectly competitive market. For simplicity, suppose that the supply of workers is perfectly elastic and the per-worker wage is equal to zero.
Additional Information: The optimal number of workers is N*=a/b. The rent to land is (a^2)/2b
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