Question
1. Statistic Security X Security Y Mean 12% 28% Std. dev. 19% 36% AB 0.43 a. Use the above statistics to calculate the minimum variance
1.
Statistic | Security X | Security Y |
Mean | 12% | 28% |
Std. dev. | 19% | 36% |
AB | 0.43 |
|
a. Use the above statistics to calculate the minimum variance portfolio weight for Security X.
b. Use the above statistics to calculate the tangency portfolio weight for Security X assuming a 2% T-bill return.
2.
Statistic | Security 1 | Security 2 |
Mean | 20% | 8% |
Std. dev. | 36% | 12% |
AB | -0.23 |
|
a. The tangency portfolio weight for Security 1 is 25% and the weight for Security 2 is 75%. Use the above statistics to calculate the tangency portfolio expected return. Enter your answer as a percent expression rounded to 2 decimal places.
b. The tangency portfolio weight for Security 1 is 25% and the weight for Security 2 is 75%. The minimum variance portfolio weights are 15% and 85%, respectively for Security 1 and Security 2. The T-bill return is 2%. Using the above statistics, what is the highest Sharpe ratio that an investor may obtain from these two assets?
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