There are three risky assets in your optimal risky asset portfolio: The risk free rate is 2% a. Describe the process used to derive the risky asset weights in the optimal portfolio. (3 points) b. Calculate the expected return of the optimal risky portfolio (write out the equation). (3 points) c. Calculate the standard deviation of the optimal risky portfolio (write out the equation). (4 points) d. Calculate the Sharpe ratio of the optimal risky portfolio (write out the equation). (3 points) e. If the highest standard deviation I am willing to accept is 7%, i. How much do I invest in the optimal risky portfolio? How much do I invest in the risk-free asset? (4 points) ii. What is my expected return for this portfolio? (3 points) iii. What is the Sharpe ratio of this portfolio? (3 points) f. If I require an expected return of 9% and can only invest in the stock fund and the bond fund, i. What are my weights in those two funds? (3 points) ii. What is the standard deviation of that portfolio? (3 points) iii. What is the Sharpe ratio of that portfolio? (3 points) g. If my risk aversion parameter is 2.6 , how much wealth should I allocate to my optimal risky portfolio and how much to the risk free asset? (4 points)