An investor owns a portfolio made up of two well diversified funds. Fund A has an expected rate of return of 8.00% and a standard deviation of 20.00% while fund B has an expected rate of return of 9.60% and a standard deviation of 18.00%. The investor puts 64.00% of her money into Fund A and the remainder into Fund B. a. The Standard Deviation of the risky portfolio (p)=16.748%. Calculate her risky portfolio's expected rate of return (Rp). b. She decides to hold 60.00% of her wealth in the risky portfolio with the remainder invested in a riskless asset that pays 2.95%. Calculate her complete portfolio's overall expected rate of return and standard deviation after including the riskless asset. c. If the investor has a degree of risk aversion (A) equal to 3.50 . Compute her utility of investing in Fund A (alone), Fund B (alone), Portfolio P, and Portfolio C (4 calculations). Which investment is preferred