A) nondiversifiable risk
B) unsystematic risk
C) market risk
D) systematic risk
E) relevant risk
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Multiple Choice
A) A
B) B
C) C
D) D
E) E
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Multiple Choice
A) not be affected
B) shift down
C) shift up
D) have a steeper slope
E) have a less steep slope
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True/False
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Multiple Choice
A) Beta is a measure of total risk, whereas standard deviation is the measure of unsystematic risk.
B) Beta is a measure of unsystematic risk, whereas standard deviation is the measure of total risk.
C) Beta is a measure of total risk, whereas standard deviation is the measure of systematic risk.
D) Beta is a measure of systematic risk, whereas standard deviation is the measure of total risk.
E) Beta is a measure of total risk, whereas Standard deviation is the measure of systematic risk.
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Multiple Choice
A) 3.47
B) 0.44
C) 40.98
D) 0.29
E) 1.86
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Multiple Choice
A) Firm-specific risk
B) Total risk
C) Systematic risk
D) Unsystematic risk
E) Diversifiable risk
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Multiple Choice
A) If the beta of a portfolio doubles, its required return also doubles.
B) If a stock included in the portfolio has a negative beta, the portfolio's required return is negative.
C) Portfolios that contain higher beta stocks have more company-specific risk, but do not necessarily have more market risk.
D) If a portfolio's beta increases from 1.2 to 1.5, its actual rate of return will decrease by 1.5 times the market risk premium.
E) If the beta of a stock is three, the stock's relevant risk is three times as volatile as the market portfolio.
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Multiple Choice
A) 9.8%
B) 5.2%
C) 12.5%
D) 15.8%
E) 17.2%
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Multiple Choice
A) systematic risk and nondiversifiable risk
B) firm-specific risk and unsystematic risk
C) market risk and firm-specific risk
D) market risk and nondiversifiable risk
E) firm-specific risk and total risk
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Multiple Choice
A) A security's beta measures its diversifiable (firm-specific) risk relative to that of other securities.
B) If the returns of two firms are negatively correlated, one of them must have a negative beta.
C) A stock's beta is less relevant as a measure of risk to an investor with a well-diversified portfolio than to an investor who holds only one stock.
D) Combining stocks that are perfectly negatively correlated and that have the same beta coefficient into a portfolio is riskier than holding an individual stock, because the portfolio will not benefit from diversification.
E) A stock's beta can be calculated by comparing its returns to the market's returns over some time period because the beta coefficient measures a stock's volatility relative to market.
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verified
Multiple Choice
A) correlation coefficient
B) standard deviation of the returns
C) beta coefficient
D) coefficient of variation
E) expected return
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True/False
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Multiple Choice
A) A firm's default risk is a nondiversifiable risk.
B) Interest rate risk is an unsystematic risk.
C) Inflation risk is a systematic risk.
D) Economic risk is a firm-specific risk.
E) Political risk is a diversifiable risk.
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Multiple Choice
A) If the returns from two stocks are perfectly positively correlated and the two stocks have equal variance, an equally weighted portfolio of the two stocks will have a variance that is less than that of the individual stocks.
B) If a stock has a negative correlation with market, its systematic risk is more than the market risk.
C) Stocks that have correlation coefficients equal to zero will have minimum diversification benefits.
D) The weaker the positive correlation two stocks exhibit, the more risk can be reduced when they are combined in a portfolio.
E) Risk is reduced when positively-related stocks are combined to form portfolios, especially when the correlation coefficients are equal to +1.
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Multiple Choice
A) diversifiable risk
B) unsystematic risk
C) stand-alone risk
D) market risk
E) business risk
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Multiple Choice
A) treasury bill
B) treasury bond
C) commercial paper
D) corporate bond
E) corporate stock
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Multiple Choice
A) equals one of the possible rates of return for that investment
B) equals the required rate of return for the investment
C) is the mean value of the probability distribution of possible outcomes
D) is the median value of the probability distribution of possible outcomes
E) is the mode value of the probability distribution of possible outcomes
Correct Answer
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Multiple Choice
A) 1.82
B) 1.96
C) 1.50
D) 1.43
E) 1.38
Correct Answer
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Multiple Choice
A) An investor should buy this stock because its expected rate of return, 11.69 percent, is greater than its required rate of return, 9.6 percent.
B) An investor should not buy this stock because its expected rate of return, 9.6 percent, is greater than its required rate of return, 11.69 percent.
C) An investor should not buy this stock because its intrinsic value, $44.64, is greater than its current price of $32.50.
D) An investor should not buy this stock because its current price, $32.50, is not equal to its intrinsic value, $44.64.
E) An investor should be indifferent toward buying or selling the stock because its required rate of return is equal to its expected rate of return, 11.69 percent.
Correct Answer
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