Question 26 1 pts Some diversification can be gained by combining stocks in a portfolio as long as the correlation coefficient between the stocks is between 0 and 1 1 O less than or equal to 0 O less than 1
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- Years 123 45 Probability 0.1 0.2 0.35 0.2 0.15 Investment A 300 350 280 460 500 Investment B 850 560 450 680 700 Investment C 500 600 700 800 900 a) If the investor wants to invest in any two of the above investments equally, which combination of two investments you select based on the portfolio risk? Assume that the correlation between the investments is -0.75 b) From a corporate perspective is unique risk (o) or beta risk (B) the more important consideration? Does it matter?QUESTION ONE Why do most investors hold diversified portfolios? and What is covariance, and why is it important in portfolio theory? Why do most assets of the same type show positive covariances of returns with each other? Would you expect positive covariances of returns between differenttypes of assets such as returns on Treasury bills, General Electric common stock, and commercial real estate? Why or why not? What is the relationship between covariance and the correlation coefficient? and Explain the shape of the efficient frontier. Draw a properly labeled graph of the Markowitz efficient frontier. Describe the efficient frontier in exact terms. Discuss the concept of dominant portfolios, and show an example of one on your graph. Assume you want to run a computer program to derive the efficient frontier for your feasible set of stocks. What information must you input to the program?Q33 Identify the correct statement regarding the bonus issue. Select one: a. Bonus issue is done to increase the number of shares in the market therefore lowering their market price so that they become cheap and more marketable. b. Bonus issue is done to increase the number of shares in the market therefore increasing their market price so that they become cheap and more marketable. c. Bonus issue is done to decrease the number of shares in the market therefore increasing their market price so that they become cheap and more marketable. d. Bonus issue is done to increase the number of shares in the market therefore lowering their market price so that they become expensive and more marketable.
- АВ С 8% 13% 5% Asset Return Standard Deviation12%20%0% Cov(A,B) There are two types of investors in the market. Investor X: has a Risk aversion level of 0.5 Investor Y: has a Risk aversion level of 4.5 For both investors find the respective weights of assets in (1) optimal risky portfolio and the (2) optimal complete portfolio given the following market situations: Lending is allowed at risk-free rate and rowing is allowed at 7% 72Question # 15 A Report a Problem GRevisit Choose the best option A firm's business risk refers to O Variability in the debt-equity ratio O Variability in the expected EBIT O Variability in the interest rates O Increase in competition Deepanshu | Support +1 650-924-9221 +91 80 4719 0917 = P Type here to searchA4 4c Suppose we have two risky assets, Stock I and Stock J, and a risk-free asset. Stock I has an expected return of 25% and a beta of 1.5. Stock J has an expected return of 20% and a beta of 0.8. The risk-free asset’s return is 5%. c. Calculate the reward-to-risk ratios for Stock I and Stock J.
- QUESTION 33 Some portfolio manages consistently outperform the market. support weak-form market efficiency contradict weak-form market efficiency 0 0 0 0 о support semistrong-form market efficiency contradict semistrong-form market efficiency contradict strong-form market efficiencyp 19 A portfolio analyst has been asked to allocate investment funds among three different stocks. The relevant data for the stocks is shown in the following table f the goal is to maximize return while maintaining risk within acceptable bounds (in this case, a portfolio standard deviation of no more than 20%, find the proper allocation of the funds to each stock O Ak Risk (Standard Deviation to 5) 25% 12% 10% What is the expected retum of the optimal stock portfolio? Stock A B C O Multiple Choice O Return (R) 20% O 10% 15% 17.9% 15 15 19.15 36.4% Pair of Stocks A to B A to C to C Help Joint Risk (Covariance) 0.05 0.075 -0.05 Save & Exit Submitpart 4 5 6
- ✓ Question 4 FI Two assets, Q & R, each have an expected return of 11.75%. Asset Q's standard deviation is 13% and Asset R's standard deviaion is 13.2%. A rational investor will choose: A. Either asset R or asset Q. B. Asset R. C. Asset Q. Question 5 Answers: 2 An investor whose portfolio is not diversified is subject to: Answers: A. systematic risk. Thursday, June 30, 2022 2:15:10 AM EDT W 4+ *3 B. non-systematic risk. C. both systematic risk and non-systematic risk. E $ 4 F4 R с F5 % 5 T F6 6 H Y F7 & 7 F8 U * 00 8 F9 81 L ( 9 F10 - F11 0 *+ F12 P PrtSc [ # 0 c Del BaProblem 11-12 Calculating Portfolio Betas [LO 3] You own a portfolio equally invested in a risk-free asset and two stocks. One of the stocks has a beta of 1.22 and the total portfolio is equally as risky as the market. What must the beta be for the other stock in your portfolio? (Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16.) BetaQuestion 05 Portfolio diversification help reduce the risk. Do you agree with the statement. Explain your stand with examples.