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The variance covariance matrix of three assets is given as: asset1 asset2 asset3 asset1 0.025 0.015 -0.002 asset2 0.030 0.005 asset3 0.004 The expected returns
The variance covariance matrix of three assets is given as:
| asset1 | asset2 | asset3 |
asset1 | 0.025 | 0.015 | -0.002 |
asset2 |
| 0.030 | 0.005 |
asset3 |
|
| 0.004 |
The expected returns on asset1, asset2, and asset3 are 10%, 12%, and 7%, respectively. The return on risk-free asset is 5%. Given that the investor would like to minimize risk,
a. Find the weights of each asset in the portfolio.
b. Find the portfolios risk and return at the optimum solution.
c. Write the dual to the problem.
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