Please use the following formulas to answer the question:
Risk Aversion factor =4
Standard Deviation of market =16%
Risk Aversion (A) =Risk Premium/Standard Deviation^2
Risk Premium =4*16%^2 =10.24%
If Risk Aversion =2
Then Risk Premium =2*16%^2 =5.12%
Please use the following formulas to answer the question: 4. An investor has a risk aversion...
dont use excel solve using any equations 1. An investor has a risk aversion of 4. If she wants to invest all her wealth in the stock market that has a standard deviation of 16%. What is the implied risk premium of the market? What is the market risk premium if she has a risk aversion of only 2? 2. There are two stocks: A and B, and Treasury Bill (TB). The parameters of these securities are following: Expected Return...
An investor has mean-variance utility preferences: U = E(R) – 0.5A02 coefficient of risk aversion A = 5. market expected return is E(RM) = 5% standard deviation of the market is om = 10%. risk-free rate is Rf = 2%. Under CAPM, what's the weight of the risk-free assets (Wf) on your optimal portfolio?
6) Consider a simple stock market where there exist two risky securities, s stock in a two-stock portfolio be w, and w, the projected return on each stock be denoted by E(R )and E(R,), the variance of each stock be σ' and σ| respectively, and the covariance of the two stocks be σ12 . ecurity 1 and security 2. Let the weights attached to each The expected return of the portfolio is given by the expression E(R,)-w,E(R, ) + w2E(R2)...
T- bill rate is 4%. A risk-averse investor with a degree of risk aversion A = 3 invests entirely in a risky portfolio with a standard deviation of 24%. What should the risky portfolio's expected return be?
Please show work. An investor has a risk aversion of 4. If she wants to invest all her wealth in the stock market that has a standard deviation of 16%. What is the implied risk premium of the market? What is the market risk premium if she has a risk aversion of only 2?| T
Assume an investor has mean-variance utility preferences U = E(R) - 0.5A02 with coefficient of risk aversion A = 5. The market expected return is E(RM) = 5% and the standard deviation of the market is OM = 10%. The risk-free rate is Rs = 2%. Under CAPM, what's the weight of the risk-free assets (We) on your optimal portfolio?
Greta, an elderly investor, has a degree of risk aversion of A = 4 when applied to return on wealth over a one-year horizon. She is pondering two portfolios, the S&P 500 and a hedge fund, as well as a number of 4-year strategies. (All rates are annual, continuously compounded.) The S&P 500 risk premium is estimated at 7% per year, with a SD of 18%. The hedge fund risk premium is estimated at 5% with a SD of 25%....
D EAL 4. (20 pts) An investor has a risk aversion of 4. If she wants to invest all her wealth in the stock market that has a standard deviation of 16%. What is the implied risk premium of the market? What is the market risk premium if she has a risk aversion of only 2?
1. Consider an investor with $1 of wealth. He has to compose a portfolio with the following two risky assets. The rates of returns from those assets are specified by expectations, variances and correlations. var[r 1] = 0.02 E[r 1] = 0.05 var[r 2] = 0.03 E[r 2] = 0.08 corr[r 1, r 2] = 0.7 (a) Draw an efficient frontier of the investor. (b) How will the mean-variance efficient frontier in (a) change if corr[r 1, r 2] =...
Question 20 5 pts An investor having a risk aversion coefficient (A) equal to 1.5 is considering three portfolios of varying risk and return as shown in the table below. Assuming a risk-free rate equal to 4%, which statement below is CORRECT? Investment Table Portfolio Return Volatility Sharpe Ratio Low Risk 7% 10% 0.30 Medium Risk 10% 20% 0.30 High Risk 13% 30% 0.30 Utility of High Risk Portfolio -6.25% of the three portfolios, the Medium Risk portfolio provides the...