The following information indicates percentage returns for stocks L and M over a 6-year period:
Year |
Stock L Returns |
Stock M Returns |
1 |
14.73% |
20.2% |
2 |
14.59% |
18.41% |
3 |
16.58% |
16.28% |
4 |
17.69% |
14.15% |
5 |
17.5% |
12.41% |
6 |
19.78% |
10.68% |
In combining [L−M] in a single portfolio, stock M would receive 60% of capital funds.
Furthermore, the information below reflects percentage returns for assets F, G, and H over a 4-year period, with asset F being the base instrument:
Year |
Asset F Returns |
Asset G Returns |
Asset H Returns |
1 |
16.27% |
17.08% |
14.31% |
2 |
17.24% |
16.14% |
15.24% |
3 |
18.17% |
15.01% |
16.22% |
4 |
19.04% |
14.4% |
17.3% |
Using these assets, you have a choice of either combining [F−G] or [F−H] in a single portfolio, on an equally-weighted basis.
Required: Calculate the absolute percentage difference in the coefficient of variation (CV) between the stock portfolio [L−M] and the portfolio which outlines the optimal combination of assets.
Answer% Do not round intermediate calculations. Input your answer as a percent rounded to 2 decimal places (for example: 28.31%).
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