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Suppose that GDP is $40 billion below its potential level. It is expected that next-period GDP will be $20 billion below potential and that two periods from now it will be back at its potential level. You are told that the multiplier for government spending is 2 and that the effects of the increased government spending are immediate. What policy actions can be taken to put GDP back on target each period?
Assume that you have a normal distribution with mean =0 and variance =1. Assumee you control a likelihood test for mu =.07 and another likelihood test for mu =8.
Joe quit his job as a salesman where he made $35,000 per year to start his own t-shirt making business. His business expenses are $6,000 per year on rent, $12,000 per year on supplies, and $4,000 per year on part time help.
The price is just high enough to cover all the costs of providing insurance, including a 50 percent premium to cover the costs associated with uninsured drivers. Suppose the city makes auto insurance mandatory.
You decide to open an individual retirement account (IRA) at your local bank that pays 8 percent/year compounded annually. At the end of each of the next 40 years, you will deposit $4,000 into the account. Three years after your last deposit.
Each of 100 rms in a competitive market has a cost function of c(Q) = 72 + 2Q2, meaning each rm has a marginal cost of MC = 4Q. The market demand curve is QD = 600 5p. a. Solve for the short-run equilibrium price and quantity
An economic bad is something you don't want to consume, i.e. less bad is better. Define an economic bad mathematically and name one economic bad in reality. Suppose you had to consume a certain amount of a given economic bad but could pay to get r..
Set M/P equal to its initial value of 1,600. Now suppose that government spending increases to G = 400. Summarize the effects of an expansionary fiscal policy on Y, i, and C.
Do you agree? Why, or why not? Would you agree with a qualified version of George's claim? If so, what qualifications would you add?
Suppose that a firm sells in a competitive market at a fixed price of $42.50 per unit. The firm's cost function is: C = 150 + 5Q. Determine the minimum quantity at which the can break even. Are there multiple break even points
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
What is the minimum sample size required?
a. Derive the demand and supply curves (qd and qs). b. What is the equilibrium price and quantity c. If P=$160 what will be the forecast of quantity demanded and quantity supplied d. At the price of $160 will there be either a surplus or shortage. Wh..
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