Standard Deviation of 2 Stocks (given: E(r), Beta, Firm-Specific Std Dev.)?
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Stock A: E(r): 10% Beta: 0.80 Firm-Specific Std. Dev.: 29% Stock B: E(r): 17% Beta: 1.30 Firm Specific Std. Dev.: 40% Mkt. Std Dev: 19% R(rf): 6% What are the standard deviations of the two stocks?
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Answer:
So PrivateBanker thinks that if you take the square root of the Variance you get the standard deviation so if you take the square root of the covariance of A to M you get the "standard deviation of A to M"? WTF is that? That's just silly and there is no time in statistics that you take the square root of the covariance. I also don't know what is meant by Firm-specific standard deviation, but I'll go with "Firm-specific Std. Dev" is the standard deviation of the residuals after the model fit to the ssingle-index model. Then Var(A) = BetaA^2*Var(M) + Firm-Specific Variance =0.8^2*19%^2 + 29%^2 Std. Dev(A) = Sqrt(0.8^2*19%^2 + 29%^2) and B is similar.
Harris Johnson at Yahoo! Answers Visit the source
Other answers
Not sure what you're looking for here since the std dev of each stock is given. Oops, JoeyV is correct, sorry. Shouldn't answer these types of questions when I haven't had any sleep! DOH!
PrivateBanker
you will need the weight of the two stocks in the portfolio.
ankit_785690
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