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The following table gives the data for three portfolios: Measures Asset X AssetY Portfolio 1 Portfolio 3 Also (Portfolio II) 25% in X and 75%
- The following table gives the data for three portfolios:
Measures | Asset X | AssetY | Portfolio 1 | Portfolio 3 |
| Also (Portfolio II) |
| 25% in X and 75% in Y | Risk free money market fund |
0.1 | 15 | 16 |
|
|
0.4 | 7 | 5 |
|
|
0.3 | 2 | 1 |
|
|
0.2 | -3 | -2 |
|
|
Expected Return (%) |
| 3 | ||
Variance |
| 0 | ||
Standard deviation (%) |
| 0 | ||
Coefficient of Variation |
| 0 | ||
Covariance | 24.75 |
|
|
- (4) Find the expected return of Asset X. Insert the value you found in the table.
- (4) Find the standard deviation of Asset Y. Insert the value you found in the table.
- (6) A portfolio has 25% invested in Asset X and 75% in Asset Y. Find the expected value, standard deviation and coefficient of variation of the portfolio
- (1) A risk averse person will pick X or Y or PORTFOLIO I. Explain briefly.
- (2) A second portfolio has 100% invested in X. The third option is to invest completely in a risk-free asset yielding 5%. As a risk neutral investor, you would pick
- Portfolio I (25% in X and 75% in Y),
- Portfolio II (100% X),
- Portfolio III (Risk free Money Market earning 3% for sure)
Explain your criterion.
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