Question: Determine the required returns (using both CML and SML) for the 6 components and the portfolio. State whether the assets is efficient (Y/N) under each
Determine the required returns (using both CML and SML) for the 6 components and the portfolio. State whether the assets is efficient (Y/N) under each rule.
| State of Nature | Returns per State of Nature for Each Security | |||||||
| RF | Market | w | x | y | z | Portfolio | ||
| Prob; Weights | 16.67% | 16.67% | 16.67% | 16.67% | 16.67% | 16.67% | 100.00% | |
| Good | 20% | 4.00% | 14.00% | -1.00% | 18.00% | 10.00% | 6.00% | |
| Average | 50% | 4.00% | 8.00% | 6.00% | 12.00% | 6.20% | 4.50% | |
| Poor | 30% | 4.00% | 2.00% | 10.00% | -3.40% | 3.30% | 3.50% | |
| Mean | ||||||||
| Variance | ||||||||
| Std Dev | ||||||||
| beta | ||||||||
| Required Return (CML) | ||||||||
| CML efficient (Y/N) | ||||||||
| Required Return (SML) | ||||||||
| SML efficient (Y/N) | ||||||||
| Mean Var Efficient Set |
| Covariance | RF | Market | w | x | y | z | Portfolio |
| RF | |||||||
| Market | |||||||
| w | |||||||
| x | |||||||
| y | |||||||
| z | |||||||
| Portfolio |
| Correlation | RF | Market | w | x | y | z | Portfolio |
| RF | |||||||
| Market | |||||||
| w | |||||||
| x | |||||||
| y | |||||||
| z | |||||||
| Portfolio |
| Matrix Multiplication for Portfolio Variance: | ||||||||||||
| Weights' (1x6) | Variance/Covariance Matrix (6X6) | Weights (6x1) | ||||||||||
| Weights*Variance/Covariance matrix (1x6) | Weights (6x1) | |||||||||||
| Variance of Portfolio (1x1) | ||||||||||||
| Standard Deviation of Portfolio | ||||||||||||
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