Given that,
risk free rate Rf = 2.5%
Market Risk premium MRP = 9%
Investment in stock A = $5000
Investment in stock B = $15000
So, weight of stock A Wa = investment in A/(investment in A + investment in B) = 5000/(5000+15000) = 25%
Weight of stock B Wb = 1 - Wa = 1-0.25 = 75%
Beta of stock A Ba = 1.25
Beta of stock B, Bb = 1.5
So, Beta of the portfolio is weighted average beta of its assets
=> Beta of portfolio Bp = Wa*Ba + Wb*Bb = 0.25*1.25 + 0.75*1.5 = 1.4375
So, expected return on portfolio using CAPM model is
E(r) = Rf + beta*MRP
=> Expected return for this portfolio = 2.5 + 9*1.4375 = 15.44%
Problem 2 (4 marks) You observe that the risk free rate of return is 2.5 percent...
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The risk-free rate of return is 2.5 percent, and the market risk premium is 11 percent. What is the expected rate of return on a stock with a beta of 1.8?
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