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Let's say you have a total wealth (W) of $100,000, which includes a car worth $20,000. The probability of losing your car (over one year) is 25%. Your utility function is U(W) = ln(W).
(a) What is your expected wealth for the next year?
(b) What is your expected utility for the next year?
(c) What is the actuarially fair premium (AFP)?
(d) What is your expected utility if you pay the AFP for full coverage (b = $20,000)?
(e) What is the maximum premium you are willing to pay?
What is the amount of the difference between the maximum premium and AFP, and what is this called?
What is Bill's opportunity cost of producing one hat, In which of the two activities does Mary have a comparative advantage.
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A tariff is simply a tax on imports. Use our model of the excise tax (with diagram) to describe why domestic firms request that tariffs be imposed.
Suppose two identical firms produce widgets and they are the only firms in the market. Find the Cournot-Nash equilibrium.
Let's say you live in Montana and you like to ride mechanical bulls in bars on Friday nights. You estimate that over the next year there's a 4% probability you will incur medical bills of $20,000
How income may change savings behavior
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Currently, the extent of our economic difficulties has caused the economic policymakers to choose fiscal and monetary policies that are both expansionary.
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Additionally, several other configurations were also estimated. The results are shown on the following pages. Based on this data, answer the following questions. Comment on the significance of time trend and seasonality.
Why is it not surprising to find that in an oligopoly which sells a basically undifferentiated product like chicken growth hormone all the firms change prices simultaneously, even if there is no explicit price fixing?
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