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21 airlines fined in price-fixing scheme
To date, 21 airlines have coughed up more than $1.7 billion in fines in one of the largest criminal antitrust investigations in U.S. history. To find a quick fix to avoid financial ruin, airlines came up with, according to federal prosecutors, a massive price-fixing scheme that artificially inflated international passenger and cargo fuel surcharges between 2000 and 2006. The scheme cost consumers hundreds of millions of dollars. The Justice Department called the case one of the largest antitrust settlements in U.S. history.
Describe the price-fixing scheme as the equilibrium outcome of an oligopoly cartel game played by the airlines. Explain why the cartel survived.
For each of the total cost functions, write the expressions for the total fixed cost, average variable cost, and marginal cost (if not given), and draw the average total cost and marginal cost curves.
read the following article and answer the questions at the end.but i dont feel stimulated by john slaytonpresident
Make a graph to illustrate the market for tomatoes in January 2009 and January 2010.
Peter Minuit bought an island from the Manhattoes Indians in 1626 for $24 worth of beads and trinkets. The 1991 estimate of the value of the land on this island was $12 billion (1 billion = 109). What rate of return would the Indians have received
Propose a remedy based on a liability rule. What information does the court need to know for your proposed remedy to achieve the efficient outcome?
At present, Zales has 100 rubies, 120 sapphires, and 70 hours of jeweler's labor. Extra rubies can be purchased at a cost of $100 per ruby. Market demand requires that the company produce at least 20 type 1 rings and at least 25 type 2.
Assuming that the ground water at the water table is in equilibrium with the atmosphere with CO2 at 10-3.5 atm partial pressure, construct a plot showing the change in CO2 with pH in the closed system.
What are the corresponding payoffs?
Using a method similar to the consumer price index, compute the percentage change in the overall price level. Use 2009 as the base year, and fix the basket at 1 karaoke machine and 3 CDs.
Assume in perfect competition, the function of marginal cost is: MC=3+3Q, and price P = 15. What is the optimal quantity to maximize the firm's profit
Is it possible that the first- and second-highest bidder could together bid more than the value of the rent? Could each of them spend more than the value of the rent? Why or why not?
Test overall significance of the estimators testing null hypothesis that R&D intensity does not change with all regressors, against the alternative it does change with the regressors.,
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