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True/False
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Multiple Choice
A) Portfolio P has a beta that is greater than 1.2.
B) Portfolio P has a standard deviation that is greater than 25%.
C) Portfolio P has an expected return that is less than 12%.
D) Portfolio P has a standard deviation that is less than 25%.
E) Portfolio P has a beta that is less than 1.2.
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Multiple Choice
A) Small-company stocks, long-term corporate bonds, large-company stocks, long-term government bonds, U.S. Treasury bills.
B) Large-company stocks, small-company stocks, long-term corporate bonds, U.S. Treasury bills, long-term government bonds.
C) Small-company stocks, large-company stocks, long-term corporate bonds, long-term government bonds, U.S. Treasury bills.
D) U.S. Treasury bills, long-term government bonds, long-term corporate bonds, small-company stocks, large-company stocks.
E) Large-company stocks, small-company stocks, long-term corporate bonds, long-term government bonds, U.S. Treasury bills.
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True/False
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True/False
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Multiple Choice
A) The riskiness of the portfolio is less than the riskiness of each of the stocks if they were held in isolation.
B) The riskiness of the portfolio is greater than the riskiness of one or two of the stocks.
C) The beta of the portfolio is lower than the lowest of the three betas.
D) The beta of the portfolio is lower than the highest of the three betas.
E) None of the above statements is obviously false, because they all could be true, but not necessarily at the same time.
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True/False
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Multiple Choice
A) The required return on a stock with beta = 1.0 will not change.
B) The required return on a stock with beta > 1.0 will increase.
C) The return on "the market" will remain constant.
D) The return on "the market" will increase.
E) The required return on a stock with beta < 1.0 will decline.
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True/False
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Multiple Choice
A) 9.43%
B) 9.67%
C) 9.92%
D) 10.17%
E) 10.42%
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Multiple Choice
A) 1.68
B) 1.76
C) 1.85
D) 1.94
E) 2.04
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Multiple Choice
A) If a company with a high beta merges with a low-beta company, the best estimate of the new merged company's beta is 1.0.
B) Logically, it is easier to estimate the betas associated with capital budgeting projects than the betas associated with stocks, especially if the projects are closely associated with research and development activities.
C) The beta of an "average stock," which is also "the market beta," can change over time, sometimes drastically.
D) If a newly issued stock does not have a past history that can be used for calculating beta, then we should always estimate that its beta will turn out to be 1.0. This is especially true if the company finances with more debt than the average firm.
E) During a period when a company is undergoing a change such as increasing its use of leverage or taking on riskier projects, the calculated historical beta may be drastically different from the beta that will exist in the future.
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Multiple Choice
A) Jane's portfolio will have less diversifiable risk and also less market risk than Dick's portfolio.
B) The required return on Jane's portfolio will be lower than that on Dick's portfolio because Jane's portfolio will have less total risk.
C) Dick's portfolio will have more diversifiable risk, the same market risk, and thus more total risk than Jane's portfolio, but the required (and expected) returns will be the same on both portfolios.
D) If the two portfolios have the same beta, their required returns will be the same, but Jane's portfolio will have less market risk than Dick's.
E) The expected return on Jane's portfolio must be lower than the expected return on Dick's portfolio because Jane is more diversified.
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True/False
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True/False
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True/False
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Multiple Choice
A) A two-stock portfolio will always have a lower standard deviation than a one-stock portfolio.
B) A portfolio that consists of 40 stocks that are not highly correlated with "the market" will probably be less risky than a portfolio of 40 stocks that are highly correlated with the market, assuming the stocks all have the same standard deviations.
C) A two-stock portfolio will always have a lower beta than a one-stock portfolio.
D) If portfolios are formed by randomly selecting stocks, a 10-stock portfolio will always have a lower beta than a one-stock portfolio.
E) A stock with an above-average standard deviation must also have an above-average beta.
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True/False
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Multiple Choice
A) If Mutual Fund A held equal amounts of 100 stocks, each of which had a beta of 1.0, and Mutual Fund B held equal amounts of 10 stocks with betas of 1.0, then the two mutual funds would both have betas of 1.0. Thus, they would be equally risky from an investor's standpoint, assuming the investor's only asset is one or the other of the mutual funds.
B) If investors become more risk averse but rRF does not change, then the required rate of return on high-beta stocks will rise and the required return on low-beta stocks will decline, but the required return on an average-risk stock will not change.
C) An investor who holds just one stock will generally be exposed to more risk than an investor who holds a portfolio of stocks, assuming the stocks are all equally risky. Since the holder of the 1-stock portfolio is exposed to more risk, he or she can expect to earn a higher rate of return to compensate for the greater risk.
D) There is no reason to think that the slope of the yield curve would have any effect on the slope of the SML.
E) Assume that the required rate of return on the market, rM, is given and fixed at 10%. If the yield curve were upward sloping, then the Security Market Line (SML) would have a steeper slope if 1-year Treasury securities were used as the risk-free rate than if 30-year Treasury bonds were used for rRF.
Problems
Generally, the SML is used to find the required return, but on occasion the required return is given and we must solve for one of the other variables. We warn our students before the test that to answer a number of the questions they will have to transform the SML equation to solve for beta, the market risk premium, the risk-free rate, or the market return.
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