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State of the world Probability Security Returns X Security Returns Market Boom .30 .15 .20 Normal .40 .10 .07 Recession .30 .05 .03 E(R x
State of the world | Probability | Security Returns X
| Security Returns Market | |
Boom | .30 | .15 | .20 |
|
Normal | .40 | .10 | .07 |
|
Recession | .30 | .05 | .03 |
|
|
| E(Rx) .10 | E(RMkt) .097 |
|
|
| = .0015 | = ? |
|
Is this distribution symmetrical? Calculate the covariance. Calculate the variance of the portfolio made up of 30% X and 70% of the Market. Find the Beta for the firm. Find the correlation coefficient. What does beta measure?
Var | 0.0015 | 0.004821 | |
Weight | 0.3 | 0.7 | |
Cov | 0.00255 | ||
s2 | 0.00356829 | ||
b (Beta) | 0.528935905 | ||
r (rho) | 0.948256842 |
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