Question: You are currently holding stock A which has expected return of 10% and standard deviation of 3%. You would like to add one of the
You are currently holding stock A which has expected return of 10% and standard deviation of 3%. You would like to add one of the following two stocks (so you would like to have a portfolio with two stocks):
| B | C | |
| 10% | 10% | E(ri) |
| 4% | 2% | (i) |
a. Which stock should you buy assuming that all three stocks are uncorrelated and you can only purchase one of the stocks B or C?
b. Now assume that
(A,B) = 0.5 and (A,C) = 0. Which stock will you buy now?
c. Now assume that (A,C) = -1 and you are investing only in stocks A and
C. What are the optimal weights of stocks A and C in your portfolio? If there is a risk free rate in the market, what is the risk free return?
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