An investor has a risk aversion coefficient of 5. The expected return and standard deviation of the optimal risky portfolio are 15% and 25%, respectively. If the Sharpe ratio of the optimal capital allocation line is 0.48, what is the proportion of the investor’s combined portfolio that should be invested in the risky portfolio that would maximise their utility?
An investor has a risk aversion coefficient of 5. The expected return and standard deviation of...
Question 19 5 pts A risky fund has an expected return of 10% and standard deviation of 18%. The risk-free rate is 6%. Arisk-averse investor having a risk aversion coefficient (A) equal to 3.5. is considering investing a portion of her retirement money in the risky fund with the remainder in cash. The Sharpe ratio of her optimal complete portfolio is: O 0.22 045 0.35 Can't tell from information provided. Need the return and risk of the optimal complete portfolio....
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...
An investor having a risk aversion coefficient (A) equal to 1.5 is considering three portfolios of varying ris 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 highest utility to the investor....
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?
You manage a risky portfolio with an expected return of 12% and a standard deviation of 24%. Assume that you can invest and borrow at a risk-free rate of 3%, using T-bills. a. Draw the Capital Allocation Line (CAL) for this combination of risky portfolio and risk-free asset. What is the Sharpe ratio of the risky portfolio? b. Your client chooses to invest 50% of their funds into your risky portfolio and 50% risk-free. What is the expected return and...
Arisky fund has an expected return of 9% and standard deviation of 15%. The T-Bill rate is 3%. An investor allocates 125% of her retirement portfolio to the risky fund and -25% to T-Bills (recall the negative allocation to T-Bills indicates borrowing at risk free rate). What is the investor's risk aversion coefficient (A)? 0.47 2.13 -2.13 1.40
Tom has $10,000. He can invest the money in (1) a corporate bond, (2) a stock, and (3) the risk-free T-bill. The table below provides these assets’ expected returns and standard deviations: Bond (D) Stock (E) T-Bill (F) Expected Return 5% 10% 2% Standard Deviation 10% 20% 0 The coefficient of correlation between the corporate bond and the stock (ρDE) is 30%. Tom has a risk aversion coefficient of A=5. To construct the optimal portfolio with two risky assets and...
An investor's risk aversion determines her a. optimal mix of assets in her risky portfolio b. risk-free rate on borrowing c. Sharpe ratio d. capital allocation line e. optimal risky portfolio f. risk-free rate on lending
An investor’s utility function for expected return and risk is U = E(r) − 4σ2. Which of the following would this investor prefer to invest in: A risk-free security offering a return of 8 percent per year A risky portfolio with expected return of 14 percent per year and standard deviation of 25 percent per year Select one: a. Risk-free security b. Risky portfolio
Expected Return Standard Deviation Portfolio A 12% 20% Portfolio B 6% 12% T-bill 3% 0% You are an investment adviser and you have the three investments above to recommend to your clients. The correlation between A and B is -0.5. Solve for the optimal risky portfolio and enter the weights as a %, 99% should be entered as 99.00%. Percent invested in Portfolio A Percent invested in Portfolio B What is the standard deviation of the optimal risky portfolio? What...