Hello

can you please solve this question and show me from where you got the weight in Q1 and how you solve the question in excel.

Bonus (4 Marks) Assume the following statistics for Stocks A, B, and C: Stock Expected return 20.0% Standard deviation 23.2% Stock B 14.0% 13.6% Stock C 10.0% 19.5% The correlation coefficients between the three stocks are: Stock B Stock Stock A Stock B Stock C Stock A 1 0.286 0.132 1 -0.605 1. An investor seeks a portfolio return of 12 percent. Which combinations of the three stocks accomplish this objective? Which of those combinations achieves the least amount of risk? 2. An investor seeks a maximum variance of the portfolio of 1 percent. Which combinations of the three stocks accomplish this objective? Which of those combinations achieves the highest expected return? Equation Needed: E(K,)=xER)] 0-3 EX200 where x = proportion of portfolio where = proportion of total investment in Security i invested in security i and P = correlation coefficient between Ex=1 Security i and Security Bonus (4 Marks) Assume the following statistics for Stocks A, B, and C: Stock Expected return 20.0% Standard deviation 23.2% Stock B 14.0% 13.6% Stock C 10.0% 19.5% The correlation coefficients between the three stocks are: Stock B Stock Stock A Stock B Stock C Stock A 1 0.286 0.132 1 -0.605 1. An investor seeks a portfolio return of 12 percent. Which combinations of the three stocks accomplish this objective? Which of those combinations achieves the least amount of risk? 2. An investor seeks a maximum variance of the portfolio of 1 percent. Which combinations of the three stocks accomplish this objective? Which of those combinations achieves the highest expected return? Equation Needed: E(K,)=xER)] 0-3 EX200 where x = proportion of portfolio where = proportion of total investment in Security i invested in security i and P = correlation coefficient between Ex=1 Security i and Security