Question
Suppose the expected return of stock i is given by E (R) = R + B [E (RM) - Rf]. Stocks A, B, and
Suppose the expected return of stock i is given by E (R) = R + B [E (RM) - Rf]. Stocks A, B, and C have betas of 1.5, 0.5, and 1.2, respectively (see the table below). The values for Rf and E (RM) are 3% and 15% per year. Stock A Stock B Stock C Bi 1.5 0.5 1.2 Based on the above information, which stock is expected to earn a return of 9%?
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