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Suppose that you have utility as a function of income (I) given by the equation: \(U = \sqrt{501}\)
Consider a lottery that provides a payoff of $0 with probability 0.75 and $200 with probability 0.25.
a) What is the expected value of this lottery?
b) What is the expected utility of this lottery?
c) What is your utility if you receive a sure payoff of $50? Compare this to the expected utility of the lottery and determine if you are risk adverse.
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Problem based on Utility Function - Problem, Answer and explain the following using a diagram which is completely labeled.
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Comment on the effect of a recession on the investment curve (only) and on the level of savings, investment, and the equilibrium real interest rate in the financial crisis that hits United States first starting in fall 2007.
How will a fall in domestic investment affect the trade surplus and net capital outflows in the domestic economy, the trade deficit and capital inflows in the rest of the world.
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