Exam 17: Uncertainty
Exam 1: Introduction59 Questions
Exam 2: Supply and Demand150 Questions
Exam 3: Applying the Supply-And-Demand Model124 Questions
Exam 4: Consumer Choice125 Questions
Exam 5: Applying Consumer Theory118 Questions
Exam 6: Firms and Production128 Questions
Exam 7: Costs122 Questions
Exam 8: Competitive Firms and Markets127 Questions
Exam 9: Applying the Competitive Model156 Questions
Exam 10: General Equilibrium and Economic Welfare122 Questions
Exam 11: Monopoly147 Questions
Exam 12: Pricing and Advertising135 Questions
Exam 13: Oligopoly and Monopolistic Competition128 Questions
Exam 14: Game Theory109 Questions
Exam 15: Factor Markets103 Questions
Exam 16: Interest Rates, Investments, and Capital Markets120 Questions
Exam 17: Uncertainty122 Questions
Exam 18: Externalities, Open-Access, and Public Goods123 Questions
Exam 19: Asymmetric Information119 Questions
Exam 20: Contracts and Moral Hazards107 Questions
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Suppose a senior college football player approaches an insurance company and seeks to purchase an insurance policy against him receiving a career-ending injury. The insurance company
(Multiple Choice)
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If a person is risk averse, then she has negative marginal utility of wealth.
(True/False)
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-The above figure shows Bob's utility function. He currently has $100 of wealth, but there is a 50% chance that it could all be stolen. To reduce the chance of theft to zero, Bob is willing to pay

(Multiple Choice)
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-The above figure shows Bob's utility function. He currently has $100 of wealth, but there is a 50% chance that it could all be stolen. Bob's expected utility is

(Multiple Choice)
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On any given day, a salesman can earn $0 with a 20% probability, $100 with a 40% probability, or $300 with a 20% probability. Calculate the expected value and variance of his earnings, and interpret.
(Essay)
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Sarah buys little stuffed animals for $5 each. They come in different varieties. If the producer stops making (retires)a certain variety, a stuffed animal of that variety will be worth $100; otherwise it is worth $0. There is 25% chance that any variety will be retired. For the purchase of an individual animal, what is the value to Sarah of knowing ahead of time whether or not that variety will be retired?
(Essay)
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Your friend Diana tells you that she thinks that her favorite softball team has a 70% chance of winning the next game because that is exactly the winning rate of her team in the last two seasons. This is an example of a(n)
(Multiple Choice)
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Jill's utility from an additional dollar increases more when she has $400 than when she has $200. From this, we can conclude that Jill
(Multiple Choice)
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Explain why the variance of an investment is a useful measure of the risk associated with it.
(Essay)
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Concerning an investment project which of the following is TRUE?
(Multiple Choice)
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-The above figure shows Bob's utility function. He currently has $100 of wealth, but there is a 50% chance that it could all be stolen. Bob's expected wealth is

(Multiple Choice)
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On any given day, a salesman can earn $0 with a 20% probability, $100 with a 40% probability, or $300 with a 20% probability. His expected earnings equal
(Multiple Choice)
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Risk premium is the ________ amount that a ________ person would pay to avoid ________.
(Multiple Choice)
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John derives more utility from having $1,000 than from having $100. From this, we can conclude that John
(Multiple Choice)
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If a payout is certain to occur, then the variance of that payout equals
(Multiple Choice)
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Michelle invested $50 in a project that has a 40% chance of being worth $80 and a 60% chance of being worth $20. One can conclude that Michelle is
(Multiple Choice)
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-The above figure shows Bob's utility function. He currently has $100 of wealth, but there is a 50% chance that it could all be stolen. Bob is risk averse because

(Multiple Choice)
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