Does an oligopoly produce the efficient quantity of output or does it create a deadweight loss? Do the firms want to produce the efficient quantity of output? Explain your answer
What will be an ideal response?
An oligopoly might or might not produce the efficient quantity of output. It produces the efficient quantity if the firms cheat on any agreement to collude by increasing their output so that it winds up the same as the perfectly competitive amount. In this case, price equals marginal cost and the outcome is efficient. There is no deadweight loss. From the firms' perspectives, this outcome is undesirable because the firms make zero economic profit, that is, only a normal profit.
If the firms can play repeated games, detecting and punishing overproduction, the oligopoly is more likely to restrict output to the monopoly level. This outcome is inefficient because marginal cost does not equal marginal benefit. A deadweight loss is created. From the firms' perspective, this outcome is more desirable because the firms make an economic profit.
The firms' goal is to maximize their economic profit. Because their profit is higher if they successfully collude and limit their production, the firms do not want to produce the efficient quantity of output.
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Loretta agrees to lend Ted $500,000 to buy computers for his consulting firm. They agree to a nominal interest rate of 8%. Both expect the inflation rate to be 2%
(a) Calculate the expected real interest rate. (b) If inflation turns out to be 3% over the life of the loan, what is the real interest rate? Who gains from unexpectedly high inflation, Loretta or Ted? (c) If inflation turns out to be 1% over the life of the loan, what is the real interest rate? Who gains from unexpectedly low inflation, Loretta or Ted?
The price elasticity of demand for labor equals
A) the percentage change in the price of labor divided by the percentage change in the supply of labor. B) the change in the quantity demanded of labor divided by the change in the price of labor. C) the slope of the demand curve for labor. D) the percentage change in the quantity demanded of labor divided by the percentage change in the price of labor.