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Suppose there are 1,000 identical firms producing diamonds and the total cost curve for each firm...

Suppose there are 1,000 identical firms producing diamonds and the total cost curve for each firm is given by: C = q^2 + wq where q is the firm’s output level and w is the wage rate of diamond cutters.

(a) Calculate the firm’s profit function, π(w, p).

(b) If w = 10, what will be the firm’s short-run supply curve and the industry’s supply curve?

(c) How many diamonds will be produced at a price of $20 each? How many more diamonds would be produced at $21?

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