Suppose that securities are priced according to the CAPM. You have forecast the correlation coefficient between the rate of return on the High Value Mutual Fund (HVMF) and the market portfolio (M) at 0.8. Your forecasts of the standard deviations of the rate of return are 0.25 for HVFF and 0.20 for M. How would you combine the HVMF and a risk free security to obtain a portfolio with a beta of 1.6? Suppose that rf = 0.10 and E[rm ]= 0.15. If you were willing to tolerate the same risk as in the above portfolio, how much additional return could you obtain if your portfolio were efficient?
Suppose that securities are priced according to the CAPM. You have forecast the correlation coefficient between...
Suppose the correlation coefficient between the rates of return on ABC Mutual Fund and the market portfolio is 0.6. The standard deviations of the rates return are 0.30 for ABC and 0.20 for the market portfolio. How would you combine the fund and the riskless asset to obtain a portfolio with a relative systematic risk (beta) of 0.7? What is your weight on the fund?
3. Suppose that the correlation coefficient between the rates of return on Knowlode Mutual Fund and the market portfolio is 0.5. The standard deviations of the rates of return are 0.20 for Knowlode and 0.15 for the market portfolio. Find beta of Knowlode Mutual Fund
Suppose that CAPM holds. Let Rf denote the risk free rate, E(RM) the expected return of the market portfolio, and sigmaMthe standard deviation of the market portfolio. Now consider some portfolio on the capital market line, with expected return E(R) and standard deviation sigma. What is the beta of this portfolio? Select one: 1. E(R)/sigma 2. sigmaM/sigma 3. sigma/sigmaM 4. E(RM)-Rf
According to the Capital Asset Pricing Model (CAPM), fairly-priced securities have o zero alphas. o positive alphas. o negative betas. o positive betas. QUESTION 8 Given the table below, what is the risk-free rate? Portfolio L (low risk) M(medium risk) H (high risk) Risk Premium 2% 4 8 Expected Return 7% 9 Risk (SD) 5% 10 20 6%. O 9%. O 7%. O 1%. 5%.
Er (%) 0.2 Consider the CAPM framework. Suppose that you currently have 40% of your wealth in Treasury Bills, risk-free, and 60% in the four assets below Asset i Bi Wi i = 1 8.5 0.2 0.1 i = 2 13.1 0.8 0.1 i = 3 16.6 1.2 0.2 i = 4 18.7 1.4 Let the four assets be traded in a market M with Erm = 15% and let the risk-free rate be rf = 4%, answer the following...
You are analyzing two assets: collectible LEGO sets, and stock of Apple. In the last 5 years, LEGOs have had an annual volatility of 5%, annual return of 6%, and a CAPM beta (the correlation coefficient between the asset and the market risk-premium) of 1.6. Apple has had an annual volatility of 10%, an annual return of 8%, and a CAPM beta of 1.2. 1) If the risk-premium of the market is currently 7% and the risk-free rate is 2%,...
You run a regression of the excess returns of ABC stock on the excess returns of the market portfolio M and obtain an output: RAbc - Rf= -.04 + 1.0 × (RM-Rf) + error The expected return of the market portfolio is 10% and the risk-free rate is 5%. What ABC stock's Alpha? What is ABC stock's expected return? If you are a fund manager and you want to build your portfolio such that it has an alpha of 2%...
ci. You have been provided the following data on three securities and the market portfolio. Beta 1.5 Observed (Realized) Return 15.0% 12.0% 10.0% 10.0% 5.0% Security/Portfolio Security 1 Security 2 Security 3 Market portfolio Riskfree security Standard Deviation 01 18.0% 2.0% 4.0% 0.0% Correlation 1.0 0.4 P3, m B2 0.5 Pin, m Bm Pem BE Note that the return in the above table is the average realized return on security j. Assume the CAPM is correct and that the market...
Intro You have $10,000 to invest and are deciding between investing in an equity mutual fund and Treasury bills. The fund has an expected return of 9% and a standard deviation of returns of 20%. T-bills have a return of 4%. Part 1 La Attempt 3/5 for 8 pts. If you put 76% into the mutual fund, what is your expected return? 3+ decimals Submit Part 2 | Attempt 1/5 for 10 pts. What is the standard deviation of returns...
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%?...