Exam 11: Choices Involving Risk
Exam 1: Introduction67 Questions
Exam 2: Supply and Demand368 Questions
Exam 3: Balancing Benefits and Costs67 Questions
Exam 4: Principles and Preferences67 Questions
Exam 5: Constraints, Choices, and Demand68 Questions
Exam 6: Rom Demand to Welfare66 Questions
Exam 7: Technology and Production67 Questions
Exam 8: Cost67 Questions
Exam 9: Rofit Maximization67 Questions
Exam 10: Choices Involving Time67 Questions
Exam 11: Choices Involving Risk53 Questions
Exam 12: Choices Involving Strategy52 Questions
Exam 13: Behavioral Economics51 Questions
Exam 14: Equilibrium and Efficiency52 Questions
Exam 15: Market Intervention52 Questions
Exam 16: General Equilibrium, Efficiency, and Equity52 Questions
Exam 17: Monopoly52 Questions
Exam 18: Pricing Policies52 Questions
Exam 19: Oligopoly52 Questions
Exam 20: Externalities and Public Goods52 Questions
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-Refer to Figure g.Lily's benefit function (dashed)is more concave than Millie's (dotted)in Figure g.Millie

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-Refer to Figure a.If
decreases,the x-intercept for the constant expected consumption line


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-Refer to Figures d and e.Water is crucial for survival,but it is particularly valuable during a drought when water is scarce.The probability of a drought is (1-P),WD represents the quantity of water in a drought,while WR represents the quantity of water in a rainy season.Which set of indifference curves above best represent a relatively high probability of a drought?

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-Refer to Figure f.A benefit function is plotted in Figure f.Point B represents the

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What is the certainty equivalent of the bundle described in problem 15?
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Brandon's risk premium given the information in problem 25 is
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-Refer to Figure f.A benefit function is plotted in Figure f.The distance C represents the

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Suppose Lily's indifference curves are defined as
where C is a constant.Lily receives 64 units of food when it is sunny,FS and 16 units of food when there is a hurricane,FH.If the probability of sunshine is P = 0.75,the expected consumption is

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What is the expected payoff of an investment that yields $5,000 with a probability of 0.15 and $500 with a probability of 0.85?
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-Refer to Figure f.A benefit function,W(F),is plotted in Figure f.Point A represents the

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-Refer to Figures b and c.In the figures above,the probability of sunny weather,P,is higher in

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What is the expected payoff of an investment that yields $1,000,000 with a probability of 0.001 and $0 with a probability of 0.999?
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What is the standard deviation of the investment payoff described in problem 6?
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-Refer to Figure b.Suppose consumers choose to consume food in two different states,sunny weather,FS and during a hurricane,FH.As the consumer moves from point A to B along the indifference curve,the variability of consumption

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