2. Consider a market with only two risky stocks, A and B, and one risk-free asset. We have the following information about the stocks. Stock A Stock B Number of shares in the market 600 400 Price per share $2.00 $%2.50 Expected rate of return 20% Standard dev. of return 12% Furthermore, the correlation coefficient between the returns of stocks A and B is /B = , we assume that the returns are annual, and that the assumptions of CAPM hold (a) (4 points) Find the values of B and of the market portfolio are 17% and 13% respectively. such that the expected rate of return and the standard deviation b) (3 points) What is the beta of each stock? c) (3 points) What is the risk-free rate in this market? 2. Consider a market with only two risky stocks, A and B, and one risk-free asset. We have the following information about the stocks. Stock A Stock B Number of shares in the market 600 400 Price per share $2.00 $%2.50 Expected rate of return 20% Standard dev. of return 12% Furthermore, the correlation coefficient between the returns of stocks A and B is /B = , we assume that the returns are annual, and that the assumptions of CAPM hold (a) (4 points) Find the values of B and of the market portfolio are 17% and 13% respectively. such that the expected rate of return and the standard deviation b) (3 points) What is the beta of each stock? c) (3 points) What is the risk-free rate in this market