Chapter 8: Problem 36
Why will losses for firms in a perfectly competitive industry tend to vanish in the long run?
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Chapter 8: Problem 36
Why will losses for firms in a perfectly competitive industry tend to vanish in the long run?
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Explain how the profit-maximizing rule of setting \(\mathrm{P}=\mathrm{MC}\) leads a perfectly competitive market to be allocatively efficient.
Since a perfectly competitive firm can sell as much as it wishes at the market price, why can the firm not simply increase its profits by selling an extremely high quantity?
A single firm in a perfectly competitive market is relatively small compared to the rest of the market. What does this mean? How "small" is "small"?
A computer company produces affordable, easy-to-use home computer systems and has fixed costs of \$250. The marginal cost of producing computers is \(\$ 700\) for the first computer, \(\$ 250\) for the second, \(\$ 300\) for the third, \(\$ 350\) for the fourth, \(\$ 400\) for the fifth, \(\$ 450\) for the sixth, and \(\$ 500\) for the seventh. a. Create a table that shows the company's output, total cost, marginal cost, average cost, variable cost, and average variable cost. b. At what price is the zero-profit point? At what price is the shutdown point? c. If the company sells the computers for \(\$ 500,\) is it making a profit or a loss? How big is the profit or loss? Sketch a graph with \(\mathrm{AC}, \mathrm{MC},\) and \(\mathrm{AVC}\) curves to illustrate your answer and show the profit or loss. d. If the firm sells the computers for \(\$ 300,\) is it making a profit or a loss? How big is the profit or loss? Sketch a graph with AC, MC, and AVC curves to illustrate your answer and show the profit or loss.
Do entry and exit occur in the short run, the long run, both, or neither?
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