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Suppose that a security costs $3,000 today and pays off some amount b in one year. Suppose that b is uncertain according to the following table of probabilities: b: $3,000 $3,300 $3,600 $3,900 $4,200 Probability: 0.1 0.2 0.3 0.2 0.2 a Calculate the return (in percent) for each value of b. (Note: You may just calculate the total return and not worry about how this is split between current yield and capital-gains yield.) b Calculate the expected return (in percent). c Calculate the standard deviation of the return. d Suppose that an investor has a choice between buying this security or purchasing a different security that also costs $3,000 today but pays off $3,300 with certainty in one year. How is an investor's choice of which secu- rity to purchase related to his degree of risk aversion?
#questionAssume that an economy''s GDP Y=5000. Also assume that the government runs a deficit where tax revenue T=1000 and government expendituresG= 1500. The consumption function
Ashley can join a club for an annual fee of $20. if she can purchase golf balls at 40% off the retail price. Draw ashly's budget constraint if she joins and if she does not join th
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Price/Feeder Quantity Demanded Quantity Supplied $300 500 1800 270 600 1700 240 700 1600 210 800 1500 180 1000 1400 150 1100 1300 120 1200 1200 90 1300 1100 60 1400 1000 30 1500 90
I used to think that economic growth ( more production) was only possible / able to occur because banks lent out more than they had (fractional reserve credit banking). Apparently
To determine whether high blood pressure affected whether a person had a stroke, a sample of 300 people who had had strokes are examined. In the sample, 37% had high blood pressure
Determine the example of Currency inside banks is not money An example may also illustrate this important fact: Eric has 100 euro - this amount is obviously part of the
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Multiple Expansion We have seen that a single bank in a banking system can lend rupee for rupee with its excess reserves. What is the lending ability of the commercial banking
You are the mayor of a beautiful city by the ocean, and your city is connected to the mainland by a set of k bridges. Your city manager tells you that it is necessary to come up wi
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