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Suppose a firm is doing the best that it can and faces the following data: TR = 40, FC =20, VC =50
a) Should this firm exit the market immediatly? Explain
b) Should this firm exit the market in the long run? Explain
What is a duty that managers owe to the corporation? Discuss an example of a positive method that the manager may uphold that duty. Provide an example of an act or omission that depicts a manager violating the duty.
The main reason firms may exit a market is because of:
Assume the current market price of candles is such that there is a surplus.
Explain the key features of each of the the three generations of currency crisis models. Which of the three models best describes each of the financial crises discussed in this chapter? (Book-international finance and open-economy Macro economics by ..
what price and quantity of computers should you produce to maximize your firm's profits. What long run adjustments should you anticipate.
Would Americans be better off if they bought less from foreigners? Would employment in the United States increase if we restricted imports with higher trade barriers?
Think of another good that you have purchased recently (or you could continue with the good you selected in TDA I). Be specific (e.g. is it breakfast cereal in general or Cheerios cereal specifically). If the price of this item increases, how would t..
Illustrate what is the shape of an indifference curve if there are economic bads on both axies.
Suppose that Taher's pizza business operates under competitive conditions and that his short-run production function is q=20^E. Once again assume w = $6 but suppose the government imposes a tax of 25% on each dollar he pays his workers, to cover thei..
The production function is given by f(x)=4x^1/2. If the price of a commodity produced is $60 per unit and the cost of the input is $20 per unit, how much profit will the firm make if it maximizes profit?
Romans utility function os U(x,y)=6xy. The prices of goods x and y are $12 and $15. The indifference curve is tangent to his budget constraint, where he is consuming 20 units of good x. How many units of good y must he be consuming?
Compute a 99% confidence interval rather than a 90% confidence interval. The increase in confidence indicates that we have a better interval.
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