Which of the following statements is CORRECT?
a. A stock with a beta of -1.0 has no risk if it is
in a 1-stock portfolio.
b. By definition, all stocks in the market have the
same level of market risk.
c. Portfolio diversification reduces the variability of
returns on an individual stock.
d. If you diversify completely and hold all the stocks
in the market, your portfolio will have a standard deviation equal
to zero.
e. The SML relates a stock's required return to its
market risk. The slope and intercept of this line cannot be
controlled by the firms' managers, but managers can influence their
firms' positions on the line by such actions as changing the firm's
capital structure or the type of assets it employs.
e. The SML relates a stock's required return to its market risk. The slope and intercept of this line cannot be controlled by the firms' managers, but managers can influence their firms' positions on the line by such actions as changing the firm's capital structure or the type of assets it employs.
Option A is incorrect because in a 1-stock portfolio, relevant risk
is measured by standard deviation and not by beta
Option B is incorrect because all stocks have different beta and hence different market risk
Option C is incorrect because it reduces the variability on the portfolio and not on an individual stock
Option D is incorrect because risk has not been completely eliminated
Which of the following statements is CORRECT? a. A stock with a beta of -1.0 has...
PLEASE EXPLAIN WHY ANSWER IS TRUE OR FALSE: "Risk aversion" implies that investors require higher expected returns on riskier than on less risky securities. a. True b. False When adding a randomly chosen new stock to an existing portfolio, the higher (or more positive) the degree of correlation between the new stock and stocks already in the portfolio, the less the additional stock will reduce the portfolio's risk. a. True b. False An individual stock's diversifiable risk, which is measured...
Question 9 (1 point) Which of the following statement is/are CORRECT? 1) If the stock has a beta of 1.0, its required rate of return will be unaffected by changes in the market risk premium 21 The slope of SML is beta 3) The slope of and intercept of SML cannot be controlled by the 4) Beta is the best measure of risk for an asset held in a diversified po 5) Both candd are correct statements
Expected return of a portfolio using beta. The beta of four stocks—G, H, I, and J—are 0.44, 0.75, 1.18, and 1.58, respectively and the beta of portfolio 1 is 0.99, the beta of portfolio 2 is 0.83, and the beta of portfolio 3 is 1.14. What are the expected returns of each of the four individual assets and the three portfolios if the current SML is plotted with an intercept of 3.0% (risk-free rate) and a market premium of 10.0%...
Expected return of a portfolio using beta. The beta of four stocks-G, H, I, and J are 0.44, 0.78, 1.11, and 1.67, respectively and the beta of portfolio 1 is 1.00, the beta of portfolio 2 is 0.83, and the beta of portfolio 3 is 1.15. What are the expected returns of each of the four individual assets and the three portfolios if the current SML is plotted with an intercept of 3.0% (risk-free rate) and a market premium of...
od The capital asset pricing model (CAPM) explains how risk should be considered when stocks and other assets are held -Select- The CAPM states that any stock's required rate of return is -Select the risk-free rate of return plus a risk premium that reflects only the risk remaining -Select- diversification. Most individuals hold stocks in portfolios. The risk of a stock held in a portfolio is typically -Select the stock's risk when it is held alone. Therefore, the risk and...
5. Which of the following statements is CORRECT? a. The CAPM has been thoroughly tested, and the theory has been confirmed beyond any reasonable doubt. b. A graph of the SML as applied to individual stocks would show on beta the vertical axis and required rates of return on the horizontal axis. c. If two "normal" or "typical" stocks were combined to form a 2-stock portfolio, the portfolio's expected return would be a weighted average of...
6. Diversification and riskThe graph shows the relationship between risk, measured as the standard deviation of a stock portfolio's return, and the number of different stocks in the portfolio for a hypothetical stock market.True or False: Increasing the number of stocks in a portfolio reduces market risk.TrueFalseConsider two stock portfolios. Portfolio A consists of four different stocks from firms in different industries. Portfolio B consists of 10 different stocks, also from firms in different industries. The return on Portfolio A...
Which of the following statements is/are INCORRECT? I. Beta measures a security's market risk, also known as systematic risk. II. SML is a graphical depiction of WACC model. III. If investors become more risk averse, the slope of SML will increase accordingly. IV. Other things being equal, a security's required rate of return doubles when its beta value doubles. V. Diversification will normally reduce the riskiness of a portfolio of securities. VI. Federal Reserve cuts an interest rate is considered...
2. 3: Risk and Rates of Return: Risk in Portfolio Context Risk
and Rates of Return: Risk in Portfolio Context The capital asset
pricing model (CAPM) explains how risk should be considered when
stocks and other assets are held . The CAPM states that any stock's
required rate of return is the risk-free rate of return plus a risk
premium that reflects only the risk remaining diversification. Most
individuals hold stocks in portfolios. The risk of a stock held in...
Which of the following statements is CORRECT? Group of answer choices -The CAPM has been thoroughly tested, and the theory has been confirmed beyond any reasonable doubt. -A graph of the SML as applied to individual stocks would show required rates of return on the vertical axis and standard deviations of returns on the horizontal axis. -If investors become more risk averse, then (1) the slope of the SML would increase and (2) the required rate of return on low-beta...