Question
Diversification can occur by combining two assets with __________. [I] negative correlation [II] zero correlation [III] less than 1 positive correlation I only II only
Diversification can occur by combining two assets with __________. [I] negative correlation [II] zero correlation [III] less than 1 positive correlation
| I only | |
| II only | |
| III only | |
| I and II | |
| I, II, and III |
The expected return of portfolio XYZ is 8%. If the portfolio XYZs variance is 20%, and risk-free rate is 3%, what is the Sharpe Ratio of the portfolio?
| 0.05 | |
| 0.112 | |
| 0.179 | |
| 0.25 | |
| None of the above |
The optimal risky portfolio maximizes the____________. [I] expected returns [II] Sharpe ratio [III] downside risk protection
| I only | |
| II only | |
| III only | |
| I and II | |
| I, II, and III |
The standard deviation of stock A is .60, while the standard deviation of stock B is .80. If the correlation coefficient for A and B is -1 < A,B < 1, then a portfolio that consists of stock A and stock B MUST have a variance _________. Assume no short selling allowed.
| Greater than 0.6 | |
| Less than 0.8 | |
| Greater than 0.8 | |
| Less than 0.64 | |
| Not enough information |
If the CAPM is valid and all portfolios are priced correctly, which of the situations below is/are NOTpossible? Consider each situation independently, and assume the risk-free rate is 5%.
Situation A |
| Situation B | ||||||
Portfolio | Expected Return | BETA |
| Portfolio | Expected Return | BETA | ||
RISKFREE | 5% | 0 |
| RISKFREE | 5% | 0 | ||
MARKET | 10% | 1.0 |
| ABC | 13.2% | 1.0 | ||
ABC | 11.5% | 1.3 |
| XYZ | 14% | 0.8 | ||
| Situation A only |
| ||||||
| Situation B only |
| ||||||
| Situation A and B |
| ||||||
| Neither situation |
| ||||||
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