Suppose a financial market that has only two risky assets, stocks A and B, whose details are given in the following table. Assuming that this market satisfies the CAPM and there exists a risk-free asset, answer the following questions: Number of shares outstanding: 100 (Stock A), 150 (Stock B) Expected rate of return: 13% (Stock A), 12% (Stock B) Standard deviation of returns: 15% (Stock A), 20% (Stock B) Correlation between returns: 0.9 Price per share: $15 (Stock A), $520 (Stock B) Find: i) The expected rate of return and ii) the standard deviation of return of the market portfolio. iii) The weight of stocks A and B. iv) The risk-free rate. v) The slope of the capital market line. vi) Suppose you have an investment opportunity whose standard deviation is 50%. What is the minimal level of mean return for you to choose this investment?