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All firms operating in a competitive market have cost functions: C(Q) = 16 - 3Q + Q^2 where their marginal costs are: MC(Q) = -3 + 2Q The average total cost is: ATC(Q) = 16Q - 3 + Q.
a) The firm is currently in the short-run, where price is: P=$9. Solve for each firm's profit-maximizing level of output, Q*.
b) How much profit does each firm make in the short-run? Will firms enter or exit the market in the long-run?
c) Solve for the profit maximizing level of output of each firm in the long-run. (hint: each firm earns zero profit in the long-run...)
d) What price results in the long-run?
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