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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?
In January of 1997, the U.S. Consumer Price Index (CPI) stood at 159.1. By January of 2008, the level had risen to 211.1. What was the average annual rate of inflation over this ti
Would it be more efficient if more firms could produce Vista? Would Microsoft have spent the money to develop Vista if it didn't hold a patent--that is, if once it developed Vista,
GKX Industries expects sales of its hydraulic seals (in inch and metric sizes) to increase according to the cash flow sequence $70+4k, where k is in years and cash flow is in $1000
Think of a business firm you recently visited (such as Walmart, Home Depot, Red Lobster, Barnes & Noble, McDonald's, etc.). What motivated the producers of all the individual produ
What is the amount of five equal annual deposits that can provide five annual withdrawals, where a first withdrawal of $1500 is made at the end of year six and subsequent withdrawa
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I sent to you an email for the online homework the deadline through 10 hours all questions are about 10 please do it in full score
(a) Use this information to set up a diagram showing the firm''s total revenue and total cost schedules. In this diagram, show the points at which the firm is maximizing profits.
The enrollment in a course offered by the College of Business is random and is described by the following probability distribution: there is a 9% chance of 18 students, 22% chance
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