This is the risk-free rate multiplied by the beta. The CAPM incorporates more information than this. The CAPM formula is R = R F + β(RM ? R F). β(RM ? R F) is the individual security's risk premium. To that, we add the risk-free rate to get the cost of the company's common equity, which is the same thing as the investors' required rate of return for the stock (R). The CAPM formula is: R = R F + β(RM ? R F). The difference between the expected market return and the risk-free rate multiplied by the company's beta is the individual security's risk premium. To that, we add the risk-free rate to get the cost of the company's common equity, which is the same thing as the investors' required rate of return for the stock (R). In this question all we need to do is to put the information from the question into the formula. The risk free rate is 7%, the market rate is 15% and the beta for the company is 1.25. This gives us: .07 + [1.25 (.15 ? .07)]. This is equal to 17%. This is simply the expected market return. The CAPM formula is R = RF + β(RM ? R F). The difference between the expected market return and the risk-free rate multiplied by the company's beta is the individual security's risk premium. To that, we add the risk-free rate to get the cost of the company's common equity, which is the same thing as the investors' required rate of return for the stock (R). This answer does not add the risk free rate to the calculation of the individual security's risk premium. The CAPM formula is R = R F + β(RM ? R F). β(RM ? R F) is the individual security's risk premium. To that, we add the risk-free rate to get the cost of the company's common equity, which is the same thing as the investors' required rate of return for the stock (R).
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