Question

In: Finance

Consider two perfectly negatively correlated risky securities, A and B. Security A has an expected rate...

Consider two perfectly negatively correlated risky securities, A and B. Security A has an expected rate of return of 16% and a standard deviation of return of 22%. B has an expected rate of return of 10% and a standard deviation of return of 24%. The weight of security B in the minimum-variance portfolio is _________.

a

62.01%

b

47.83%

c

45.75%

d

43.84%

Solutions

Expert Solution


Related Solutions

Consider two perfectly positively correlated risky securities, A and B
Consider two perfectly positively correlated risky securities, A and B. Security A has an expected rate of return of 16% and a standard deviation of return of 20%. B has an expected rate of return of 10% and a standard deviation of return of 30%. Solve for the minimum variance portfolio (i.e., what are the weights in A and B of the minimum variance portfolio). What is the variance of this portfolio?
Consider a T­bill with a rate of return of 5% and the following risky securities: Security...
Consider a T­bill with a rate of return of 5% and the following risky securities: Security A: E(r) = 0.15; Standard deviation= 0.2 Security B: E(r) = 0.10; Standard deviation= 0.15 Security C: E(r) = 0.17; Standard deviation= 0.28 Security D: E(r) = 0.13; Standard deviation= 0.25 If an investor wants to use the risk-free asset and one of the risky assets to form a complete portfolio, which risky asset should the investor choose? Group of answer choices Security B...
y=a+bx b <0 prove that x and y are perfectly negatively correlated
y=a+bx b <0 prove that x and y are perfectly negatively correlated
Consider the following information on two securities Expected rate of return on Security Ri = 0.10...
Consider the following information on two securities Expected rate of return on Security Ri = 0.10 Expected rate of return on Security Rj = 0.20 Variance of ROR of security Ri = 0.16 Variance of ROR of security Rj = 0.25 Covariance between Ri and Rj = -0.04 (minus 0.04) Obtain the the investment fractions to obtain the Global Minimum Variance Portfolio Expected rate of return on Global Minimum Variance Portfolio Variance of Global Minimum Variance Portfolio Is your portfolio...
Suppose that the annual returns on two shares are perfectly negatively correlated and that r_m= 0.07,...
Suppose that the annual returns on two shares are perfectly negatively correlated and that r_m= 0.07, r_n= 0.20,σ_m=0.12 , and σ_n=0.5. Assuming that there are no arbitrage opportunities, by using the Goal Seek function (excel) calculate the weight (proportion) of the two assets that produce the lowest portfolio variance? (Use the Goal Seek function)
Question 2 Suppose that the annual returns on two shares are perfectly negatively correlated and that...
Question 2 Suppose that the annual returns on two shares are perfectly negatively correlated and that ?=0.07, ? ?= 0.20,?= 0.12 , and ?= 0.5. Assuming that there are no arbitrage opportunities, by using ??? the Goal Seek function (excel) calculate the weight (proportion) of the two assets that produce the lowest portfolio variance? (Use the Goal Seek function) MAYBANK Years Share price Dividends 2010 MYR 8.500 0.4400 2011 MYR 8.700 0.3600 2012 MYR 8.200 0.3300 2013 MYR 8.880 0.3100...
4. Diversification can eliminate risk if two events are perfectly negatively correlated. Suppose that two firms...
4. Diversification can eliminate risk if two events are perfectly negatively correlated. Suppose that two firms are competing for a government contract and have an equal chance of winning. Because only one firm can win, the other must lose, so the two events are perfectly negatively correlated. You can buy a share of stock in either firm for $20. The stock of the firm that wins the contract will worth $40, while the stock of the loser will worth $10....
In Bermuda there are no corporate income taxes. Consider two Bermuda firms with perfectly correlated earnings....
In Bermuda there are no corporate income taxes. Consider two Bermuda firms with perfectly correlated earnings. The first is Debt Galore and the second is Debt Zero. Each company is expected to earn $35 million (before interest) in perpetuity. All these earnings are distributed as interest or dividend. Debt Galore has $150 million of perpetual risk free debt. The interest on this debt is 7%. It has 1.5 million shares priced at $115 per share. Debt Zero has no debt....
6. Consider the following data for two securities in the same industries. Security Beta Implied Rate...
6. Consider the following data for two securities in the same industries. Security Beta Implied Rate of Return A 1.70 10% B .60 8% I have answered part A but am struggling with part B,C,D 6. a.     What are the required rates of return for each of these securities when the average riskless rate is 3.5% and average return on the market is 8.5%? For A: 12% For B: 9.5% 6.b.         Show the amount of the risk adjusted excess return,...
You are the manager of a portfolio of risky securities. Your portfolio has an expected return...
You are the manager of a portfolio of risky securities. Your portfolio has an expected return (E(rP)) of 12% and a standard deviation (P) of 18%. The risk free rate (rf) is 6%. The following two clients want to invest some portions of their investment budget in your portfolio and the balance in the risk free asset: Client 1 needs an expected return of 10% from her complete portfolio. Client 2 needs a complete portfolio with a standard deviation of...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT