The Sharpe ratio, Treynor measure, the M2 measure and Jensens Alpha techniques all measure the risk/return performance of portfolios. Which of the following statements about these measurement techniques is least accurate? A) | The Sharpe ratio measures the slope of the capital allocation line (CAL), with the lowest slope having the most desirable risk/return combination. |
| B) | While the Treynor measure computes excess return per unit of risk, Jensen's Alpha measures differential return for a given level of risk. |
| C) | Using the capital market line the M2 compares the account's return to the market return and is a comparative measure. |
| D) | The distinction between the Sharpe and Treynor measures is that Sharpe uses standard deviation of the portfolio as the risk measure, whereas Treynor uses the portfolio's beta. |
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Answer and Explanation
Although it is true that the Sharpe ratio measures the slope of the CAL, the higher the slope the more desirable the portfolio. Your goal is to select the portfolio that has the highest Sharpe measure, which will also have the steepest slope. At any given risk level, the higher the slope the greater the return.
Although it is true that the Sharpe ratio measures the slope of the CAL, the higher the slope the more desirable the portfolio. Your goal is to select the portfolio that has the highest Sharpe measure, which will also have the steepest slope. At any given risk level, the higher the slope the greater the return. |