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1. Mia Dribble has a utility function u=W^(2/3). Mia is a basketball star starting her senior year. If she makes it through her senior year without a serious injury, she will receive a $8,000,000 contract for playing in the new professional women's basketball league ( the $8,000,000 includes endorsements). If she injures herself, she will receive a $64,000 contract for selling concessions at the basketball arena. There is a 20 percent chance that Mia will injure herself badly enough to end her career.
a) What is Mia's expected utility? What is the expected value and the variance of her income?
b) What is Mia's risk premium?
c) Suppose that Mia; is offered an insurance policy at the rate p=0.25 How much of insurance would Mia buy?
Some argue that retailers can be eliminated from the distribution channel because they only add costs to the final product without creating any value-added services in the process. Do you agree with this perspective?
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Assume the daily market demand and supply functions for a good are Qd = 3000 - 6P + 0.002 INC0 , Qs = -1000 + 4 P - Find the new equilibrium solution
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