REQUIRED RETURN = Rf + beta(Rm-Rf)
Rm= RETURN ON MARKET, Rf = RISK FREE RATE
REQUIRED RETURN = 3.44% + 1(9.88%-3.44%) = 9.88%
ANSWER : 9.88% (Thumbs up please)
steins corp has a beta of 1 and a standard deviation of returns of 21%. the...
Portfolio Returns. Suppose MegaChip has a beta of 1.3, whereas Littlewing stock has a beta of .7. If the risk-free interest rate is 4% and the expected return of the market portfolio is 10% according to CAPM. What is the expected return of MegaChip stock? (4 points) What is the expected return of Littlewing stock? (4 points) What is the beta of a portfolio of 60% MegaChip and 40% Littlewing stock? (4 points) What is the expected return of a...
1. The standard deviation of market portfolio returns is 15%. The beta of a mutual fund is 1.5. Can the standard deviation of mutual fund's returns be 20%? a. Yes b. No 2. The risk-free rate is 2%. The β of stock 1 is 0.8 while its σ is 15%. The beta of stock 2 is 1.6 while its σ is 45%. Which of the following statements is true in equilibrium? a. The risk premium of stock 2 would be three...
The standard deviation of Asset A returns is 36%, while the standard deviation of Asset M returns in 24%. The correlation between Asset A and Asset M returns is 0.4. (a) The average of Asset A and Asset M’s standard deviations is (36+24)/2 = 30%. Consider a portfolio, P, with 50% of funds in Asset A and 50% of funds in Asset M. Will the standard deviation of portfolio P’s returns be greater than, equal to, or less than 30%?...
8) Given stock X has a beta of 2 and a residual standard deviation of 22%. The market index portfolio has a standard deviation of 12%. Based on CAPM, X has an expected return of 10%, a. Calculate the total variance of stock X. b. Your classmate told you that you can increase stock return by holding higher residual risk. You believe you can achieve a higher rate of return by selling X and use the proceeds to buy stock...
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Given the following information for the two stocks: Stock Expected Return Standard Deviation Investment Beta 16% 15% 300 10% $30,000 $20,000 0.8 You construct a portfolio composing of stocks A and B according to the above information. Assume that the risk free rate is 6% and the market risk premium (MRP) is 9%. Use the CAPM analysis to numerically determine whether this 2- stock portfolio is fairly priced? What is your investment recommendation on this portfolio? Why? ?E(Re) = 15.6%...
Assume that the assumptions of the CAPM hold. The expected return and the standard deviation of the market portfolio are 7% and 14%, respectively. There are two individual stocks A and B: Mean Return A: 4% Standard Deviation A: 18% Mean Return B: 12% Standard Deviation B: 36% Stock A has a correlation of 0.2 with the market portfolio. A.What is the beta of stock A? B.What is the risk free rate? C.What is the beta of a portfolio with...
6. Calculating a beta coefficient for a single stock Suppose that the standard deviation of returns for a single stock A IS A = 25%, and the standard deviation of the market return is on = 15%. If the correlation between stock A and the market is PAM - 0.6, then the stock's beta is prns against the market returns will equal the true value of Is it reasonable to expect that the beta value estimated via the regression of...
1. Assuming that the risk (standard deviation) of the market is 25%, calculate beta (β) for the new issue of stock with a standard deviation of 40% and a correlation with the market of 0.7. 2. Suppose the risk-free rate is 3%, the expected return on the market portfolio is 13%, and its standard deviation is 23%. A German company, Mueller Metals, has a standard deviation of 50% and a correlation of 0.65 with the market. Calculate Mueller metal’s beta...
Suppose that the return on Barbie's common stock has a standard deviation of 50%, and the return on the market portfolio has a standard deviation of 15%. The expected return of the market portfolio is 12%, and the risk-free rate is 4%. Assume that the Barbie stock has an expected return of 20% under the CAPM theory. What is the correlation between the Barbie stock and the Market portfolio?