The market portfolio has an expected 9.0% return and 20% standard deviation. The risk-free as rate of return is 3.0%. Using these two assets a portfolio manager creates a new portfolio with 28.0% standard deviation. This portfolio expected return is: 9.0% 11.4% 8.0% O Cannot create such a portfolio 12.6%

The market portfolio has an expected 9.0% return and 20% standard deviation. The risk-free as rate of return is 3.0%. Using these two assets a portfolio manager creates a new portfolio with 28.0% standard deviation. This portfolio expected return is: 9.0% 11.4% 8.0% O Cannot create such a portfolio 12.6%

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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Suppose the risk-free rate is 6 percent and the market portfolio has an expected return of 12 percent. The market portfolio has a standard deviation of 7 percent. Portfolio Z has a correlation coefficient with the market of 0.35 and standard deviation of 6 percent. According to the capital asset pricing model, what is the expected return on portfolio Z a. 12.6 percent b. 7.8 percent c. 9.87 percent d. 12.05 percent
3. Asset 1 has an expected return of 10% with a standard deviation of 25%, and asset 2 has an expected return of 15% and a standard deviation of 35%. The covariance between the returns is 0.0175 and the risk-free rate is 8%. (a) What is the optimal portfolio consisting of risky assets and risk-free asset if you want an average return of 0.10? Answer. (b) Can you find a portfolio consisting of risky and risk-free assets with average return of 0.10 and variance of return 0.009? Why or why not? Answer.
An investor currently holds the portfolio, which has an expected return of 10% and standard deviation of 20%.the risk free rate 4%.this portfolio does not maximise utility as the utility maximising portfolio has a return of 16%what could the investor do to increase return to the required level and what must happen to the portfolio standard deviation at the same time if portfolio is to remain an efficient portfolio?
1. Given the following summary statistics, Mean S.D. 1.235 0.997 Asset A 0.52 Asset B. 0.44 (a) If the correlation between the two financial series is 0.25. What are the optimal portfolio weights to minimize risk? (b) What are the expected return and standard deviation of the optimal port- folio? (c) Compute the 1% Value-at-Risk for the next 5 days (d) Compute the expected shortfall
If the simple CAPM is valid and all portfolios are priced correctly, which of the situations below is possible? Consider each situation independently, and assume the risk-free rate is 5%. A) Expected Portfolio Return. 18% 18% A Market (8) Expected Standard Portfolio Return Deviation 219 168 A Market C) Expected Portfolio Return 218 168 A Market D) Portfolio A Market Beta 1.1 1.0 Expected Return 27.14 18% 118 198 Beta 1.1 1.0 Beta 1.7 1.0
The market risk premium (E[Rm]-Rf) is 6%. The risk-free rate (Rf ) is 2%. Asset X has beta equal to 0.8 and expected return equal to 7%. Asset Y has beta equal to 1 and expected return equal to 7.5%. What level of abnormal return can be expected from a 1:1 long-short portfolio of X and Y? a. 0.7% b. 0.6% c. 0.5% d. 0.4% e. None of the above
The expected return of a portfolio that is totally invested in the risk free asset is caclculated as: E(R) = WA * E(RA) Wf * E(RB) = 0 * 0.16 1.0 * 0.08 = 0 0.08 = 0.08 or 8% Therefore the expected return of a portfolio with risk free asset is 8% There is no standard deviation for the risk free asset. Please full Explain
There are two risky assets and a riskfree asset. The riskfree rate is 0.03. The first risky asset has expected rate of return 0.18 and standard deviation 0.3; the second risky asset 0.09 and 0.2. Their correlation is 0.1. A portfolio on the best feasible CAL has an expected return of 0.12. Then this portfolio's portfolio weight on the first risky asset is 0%. (Enter a percentage number and keep 3 decimal places).
A financial advisor is offering you a product with an expected return of 8% and a return standard deviation of 12%. is this an efficient investment if the risk-free rate is 1%, the market return is 14%, and the market volatility is 22%? Select one: Oa The offered portfolio is more efficient than an optimal portfolio Ob. The offered portfolio is less efficient than an optimal portfolio O. The offered portfolio is less volatile but offers a higher return than an optimal portfolio O d. We cannot state whether the offered portfolio is less efficient than an optimal portfolio
You compute the optimal risky portfolio to have the expected return of 12% and standard deviation of 20%. The risk free rate is 4%. What will be the standard deviation of the complete portfolio of risk free asset and the optimal risk portfolio, for a risk averse investor with risk aversion index A=6. O 1.11 О 3.33 O 5.67 O 6.67 O None of above
The beta on risky asset A is 1.8 and the beta on risky asset B is 1.1. The expected return on the market portfolio is 10% and the risk free rate of return is 4%. Consider a portfolio comprising the two risky assets and the risk-free asset where you invest 50% in risky asset A and 30% in risky asset B. What is (i) the beta of a portfolio and (ii) the expected return of the portfolio? a None of the above b (i) 0.97 and (ii) 9.82% c (i) 1.23 and (ii) 9.82% d (i) 1.23 and (ii) 11.38% e (i) 0.97 and (ii) 11.38%
An optimal risk portfolio’s expected return is 14%, standard deviation is 22%. If risk-free rate is 6%, then what would be slope of the best CAL? A) 0.64B) 0.14C) 0.08D) 0.33E) 0.36

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