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Mr. Peter manages a portfolio of risky and risk-free assets. Client X wants to invest in his portfolio a proportion y of the total investment.
Mr. Peter manages a portfolio of risky and risk-free assets. Client X wants to invest in his portfolio a proportion y of the total investment. Mr. Peter has provided you with the following information: 1. What is the proportion y invested by the client? * a. 84.21% b. 26.66% c. 71.5% d. 80.6% e. None of the above 2. What is the expected return of the client? * a. 7.20% b. 9.22% c. 9.63% d. 9.79% e. None of the above 3. Assume that the client requires a minimum return of 10%, by how much would the proportion y invested by client X change? * a. It would increase by 8.29% b. It would increase by 17.39% c. It would increase by 62.23% d. It would increase by 4.68% e. None of the above The expected return and risk on the overall portfolio (risky and risk-free) are respectively equal to 10.5% and 19%. The risk-free rate is 6% The standard deviation for the client is 16%
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Mr. Peter manages a portfolio of risky and risk-free assets. Client X wants to invest in his portfolio a proportion y of the total investment. Mr. Peter has provided you with the following information:
1. What is the proportion y invested by the client? *
a. 84.21%
b. 26.66%
c. 71.5%
d. 80.6%
e. None of the above
2. What is the expected return of the client? *
a. 7.20%
b. 9.22%
c. 9.63%
d. 9.79%
e. None of the above
3. Assume that the client requires a minimum return of 10%, by how much would the proportion y invested by client X change? *
a. It would increase by 8.29%
b. It would increase by 17.39%
c. It would increase by 62.23%
d. It would increase by 4.68%
e. None of the above
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