You have been hired as a portfolio manager for Mr. Franklin Clinton who can always invest money in his own car repossession business, which generates 5% return per period without risk (risk-free), i. e. Rf =5%. An asset C is a risky asset with a 25% expected return, and the standard deviation of this return is 10%. Mr. Clinton told you that he always would like to give up 1.5% expected rate of return for 1 unit of less risk (standard deviation), and vice verse. How many percents of his wealth should he invest in asset C? Again, we assume Mr. Clinton only likes to invest in one risky asset at a time. Another asset D is a risky asset with a rate of return 35%, and the standard deviation is 22%. Mr. Clinton told you that he always would like to give up 1.5% expected rate of return for 1 unit of less risk (standard deviation), and vice verse. How many percents of his wealth should he invest in asset D?