Compute the risk premium (this is part of the required rate of return – I am not looking for the full RRR here) for the stock of Omega Tools if the risk free rate is 6%, the expected market return is 12%, and Omega's stock has a beta of .8.
Under the Capital Asset pricing model | |||||||
Rs = Rf + Beta*(Rm-Rf) | |||||||
where Rs is the expected return on the stock, Rf is the risk free rate, Rm - Rf = difference between the expected return on the market | |||||||
portfolio and the riskless rate. | |||||||
riskfree rate = .06 | |||||||
Expected market return = .12 | |||||||
Beta = .8 | |||||||
Expected return on stock = .06 +.8*(.12-.06) | |||||||
Expected return on stock = .108 | |||||||
Expected return on stock is 10.8% | |||||||
The risk premium is (expected market return - risk free rate) | |||||||
The risk premium is (.12 - .06) | |||||||
The risk premium is 6% |
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