Question

Given the following expected returns and risk, which security will be ranked number one. Securities            Standard...

Given the following expected returns and risk, which security will be ranked number one.

Securities            Standard Deviation                     Expected Return

QVC                          15%                                           18%

Apple                        30%                                           40%

Google                      35%                                           42%

Ann Taylor                 20%                                           12%

A. QVC, because it has the lowest risk

B. Google, because it has the highest return

C.Apple, because it has the lowest coefficient of variation

D. Ann Taylor, because it has the highest coefficient of variation

Homework Answers

Answer #1
Securities Standard Deviation Expected Return Co-efficient of variation
QVC 15% 18%           0.83
Apple 30% 40%           0.75
Google 35% 42%           0.83
Ann Taylor 20% 12%           1.67

Co-efficient of variation = standard deviation / Expected return

Returns and risk should be viewed in relative terms and not in absolute terms.

Therefore company with highest risk adjusted returns should be selected.

Risk adjusted returns = Expected returns / Standard deviation

Therefore company will lowest co-efficient of variation should be selected.

Therefore option C is correct.

Apple, because it has the lowest coefficient of variation

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Following information is available about two securities which constitute a portfolio: Security Expected return Std. deviation%...
Following information is available about two securities which constitute a portfolio: Security Expected return Std. deviation% A 14% 40 B     18% 20 Correlation coefficient (A,B) is -0.45. The portfolio consists of 40% of A and 60% of B. Find out the expected returns and standard deviation of the portfolio.
Five investment alternatives have the following returns and standard deviations of returns.         Alternatives Returns: Expected...
Five investment alternatives have the following returns and standard deviations of returns.         Alternatives Returns: Expected Value Standard Deviation A $ 2,070 $ 780 B 1,080 770 C 6,700 10,100 D 1,820 1,200 E 64,200 13,200     Calculate the coefficient of variation and rank the five alternatives from lowest risk to the highest risk by using the coefficient of variation. (Round your answers to 3 decimal places.)   
As an analyst you have gathered the following information: Security Expected Standard Deviation Beta Security 1...
As an analyst you have gathered the following information: Security Expected Standard Deviation Beta Security 1 25% 1.50 Security 2 15% 1.40 Security 3 20% 1.60 (i)      If the expected market risk premium is 6% and the risk-free rate is 3%, what will be the required rate of return on each of the above securities, and which of the security has the highest required return? (ii)     With respect to the capital asset pricing model, if expected return for Security 2...
As an analyst you have gathered the following information: Security Expected Annual Return Expected Standard Deviation...
As an analyst you have gathered the following information: Security Expected Annual Return Expected Standard Deviation Correlation between Security and the Market Security 1 11% 25% 0.6 Security 2 11% 20% 0.7 Security 3 14% 20% 0.8 Market 10% 15% 1.0 (i). Compute the total variance on all securities and identify the security which has the highest total risk? (ii). Compute the market risk for all securities and identify the security which has the highest and least market risk? (iii)....
security beta Standard deviation Expected return S&P 500 1.0 20% 10% Risk free security 0 0...
security beta Standard deviation Expected return S&P 500 1.0 20% 10% Risk free security 0 0 4% Stock d ( ) 30% 13% Stock e 0.8 15% ( ) Stock f 1.2 25% ( ) 5) A complete portfolio of $1000 is composed of the risk free security and a risky portfolio, P, constructed with 2 risky securities, X and Y. The optimal weights of X and Y are 80% and 20% respectively. Given the risk free rate of 4%....
Suppose you can invest in N risky securities, but you cannot invest in risk free security....
Suppose you can invest in N risky securities, but you cannot invest in risk free security. Then, your optimal choice is to A. invest in 1 of N securities, the one with the smallest correlation coefficient with other N-1 securities B. invest in 1 of N securities, the one with the highest expected return and lowest standard deviation. C. invest in the portfolio of N securities, such that the portfolio you invest in is a tangency point between the capital...
If you have one security with an expected return of 7% and a standard deviation of...
If you have one security with an expected return of 7% and a standard deviation of 2% and a second security with an expected return of 13% and a standard deviation of 2.4%, what would be the standard deviation of a portfolio that consists of 30% of the first security and 70% of this second security if the correlation coefficient between the two securities is -.30?
You must allocate your wealth between two securities. Security 1 offers an expected return of 10%...
You must allocate your wealth between two securities. Security 1 offers an expected return of 10% and has a standard deviation of 30%. Security 2 offers an expected return of 15% and has a standard deviation of 50%. The correlation between the returns on these two securities is 0.25. a. Calculate the expected return and standard deviation for each of the following portfolios, and plot them on a graph: % Security 1 % Security 2 E(R) Standard Deviation 100 0...
Suppose the characteristics of security A and B are given as follow: Expected return Standard deviation...
Suppose the characteristics of security A and B are given as follow: Expected return Standard deviation Stock A 12% 8% Stock B 18% 15% Correlation coefficient between return of stock A and B is 0.5. What is the expected value and standard deviation of return of minimum variance portfolio constructed from stock A and B?
See the expected returns and standard deviation of returns for five restaurant stocks. Which one of...
See the expected returns and standard deviation of returns for five restaurant stocks. Which one of these stocks is most attractive to a risk-averse investor? Why? Stock Return Standard Deviation Super Foods, Inc. 15% 9% Crazy Snacks, Co. 12% 7.8% Jedi Fast Food, Inc. 11% 8.5% Porter’s Dining, Inc. 21% 18% Truman Restaurants 18.5% 12%
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT