QUESTION 17
Unsystematic risk:
A. can be effectively eliminated through portfolio diversification.
B. is compensated for by the risk premium.
C. is measured by beta.
D. cannot be avoided if you wish to participate in the financial markets.
E. All of the above.
3 points
QUESTION 18
The diversification effect of a portfolio of two stocks:
A. increases as the correlation between the stocks declines.
B. increases as the correlation between the stocks rises.
C. decreases as the correlation between the stocks rises.
D. Both A and C.
E. None of the above.
3 points
QUESTION 19
Irene Adler is considering investing in the common stock of Holmes and Watson. The following data are available for the two securities.
................... Expected Return ..... Standard Deviation
Holmes .............. 0.12 ......................... 0.08
Watson ............. 0.19 .......................... 0.25
If she invests 60% of her funds Holmes and 40% in Watson, and if the correlation of returns between these two securities is 0.45, what is the portfolioâs expected return and standard deviation?
A. 14.8% and 12.89%
B. 13.6% and 11.03%
C. 14.6% and 13.94%
D. 14.4% and 11.03%
E. 13.21% and 10.08%
QUESTION 17
Unsystematic risk:
A. | can be effectively eliminated through portfolio diversification. | |
B. | is compensated for by the risk premium. | |
C. | is measured by beta. | |
D. | cannot be avoided if you wish to participate in the financial markets. | |
E. | All of the above. |
3 points
QUESTION 18
The diversification effect of a portfolio of two stocks:
A. | increases as the correlation between the stocks declines. | |
B. | increases as the correlation between the stocks rises. | |
C. | decreases as the correlation between the stocks rises. | |
D. | Both A and C. | |
E. | None of the above. |
3 points
QUESTION 19
Irene Adler is considering investing in the common stock of Holmes and Watson. The following data are available for the two securities.
................... Expected Return ..... Standard Deviation
Holmes .............. 0.12 ......................... 0.08
Watson ............. 0.19 .......................... 0.25
If she invests 60% of her funds Holmes and 40% in Watson, and if the correlation of returns between these two securities is 0.45, what is the portfolioâs expected return and standard deviation?
A. | 14.8% and 12.89% | |
B. | 13.6% and 11.03% | |
C. | 14.6% and 13.94% | |
D. | 14.4% and 11.03% | |
E. | 13.21% and 10.08% |