What is the variance of the returns on a security given the following information?
| State of the Economy | Probability | E(R) | |||||||||
| Boom | 0.25 | 16 | % | ||||||||
| Normal | 0.45 | 10 | % | ||||||||
| Recession | 0.30 | -8 | % | ||||||||
Multiple Choice
91.35
72.87
64.38
48.18
56.23
Answer: Option A:91.35
Expected Return =
Expected return E(R)= 0.25*16%+0.45*10%+0.3*-8%=6.10%
| State of economy | Probability P | E(A) |
| Boom | 0.25 | 16% |
| Normal | 0.45 | 10% |
| Recession | 0.3 | -8% |
| Expected return E(R) | 6.10% | |

So Variance V=0.25*(16%-6.10%)^2+0.45*(10%-6.10%)^2+0.3*(-8%-6.10%)^2=91.35
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