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1. Consider the following information about expected returns for two securities, XYZ and GHG. Probability XYZ GHG Boom 40% 13.5% -2% Neutral 25% 8% 7%
1.
Consider the following information about expected returns for two securities, XYZ and GHG.
Probability | XYZ | GHG | |
Boom | 40% | 13.5% | -2% |
Neutral | 25% | 8% | 7% |
Bust | 35% | -1% | 9.8% |
The expected return for a portfolio invested 65% in XYZ and 35% in GHG is:
2.
Mark estimates the expected returns for XYZ and GHG to be 12.3% and 5.2% respectively. Mark wants to build a portfolio with an expected return of 9.50%. The weight of XYZ in the portfolio should be:
3.
Given the following information about past returns for XYZ, what is the standard deviation of returns?
Year | Return |
1 | 12.00% |
2 | 8.30% |
3 | -4.70% |
4 | -0.90% |
5 | 5.70% |
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