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a. Give the utility function U(x, y) = (x-4)1/2(y-2)-1/2, what is the minimum income needed to ensure positive utility?
b. Assuming actual income l> 1st, find the demand functions for x and y.
c. What happens to the income share devoted to x as income rises?
What is the cost of producing additional car when 50 cars are being produced? What is the cost of producing additional care when 150 cars are being produced?
Suppose a risk-averse consumer has an initial wealth of $5,000 and a utility function U(M) √M.. He faces an 80 percent chance of losing $4000, and a 20 percent chance of losing $0.
Provide a report to management of the firm as to whether or not it should continue to operate at a loss?
If the government starts welfare policy which pays B to all non workers and 0 to all workers, at what value of B will Mike opt out of the labor force and go on welfare?
Which of the following is the result of competing through advertising for a monopolistically competitive firm? Which of the following is true about advertising?
Assume that a price support system for cotton requires the federal government to pay farmers $3,000 for each acre to not plant cotton. How would you shift either the supply or demand curve for cotton to describe the effect of this action? In your a..
Suppose the demand curve for a product is given by Q = 300-2P+4I where 'I' is average income measured in thousands of dollars. The supply curve is Q = 3P - 50.
Explain how the Central Bank can set the nominal interest rate in the money market. In addition, explain how it can use expansionary monetary policy to boost GDP if the economy is in a recession.
Answer whether the following statements are true or false, explaining your answer in each case.
For this assignment you will write a 500- to 700-word memo evaluating two conflicting consultant reports. Your report should.
What is the profit-maximizing price to charge a Texan for a car wash? What is the profit-maximizing price to charge a Californian for a car wash?
Find out the range of outputs over which the firm's technology exhibits Increasing, Decreasing or Constant Returns to Scale.
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