S = [Ri - Rf] / i
= [15% - 3%] / 21 = 0.57
Ti = [Ri - Rf] / i
= [15% - 3%] / 1.10 = 10.91
- Given below E(r) Portfolio X 15% 21 1.10 S&P 500 9 3 0.50 T-bills 3...
31. Your portfolio is 1/3 in T Bills, 1/3 in S&P 500 fund and the rest in XYZ with beta of 1.2. What is the beta or your portfolio?
Refer the table below on the average risk premium of the S&P 500 over T-bills and the standard deviation of that risk premium. Suppose that the S&P 500 is your risky portfolio. Period 1926-2015 1992–2015 1970–1991 1948-1969 1926-1947 Average Annual Returns S&P 500 1-Month Portfolio T-Bills 11.77 3.47 10.79 2.66 12.87 7.54 14.14 2.70 9.25 0.91 S&P 500 Portfolio Risk Standard Premium Deviation 8.30 20.59 8.13 18.29 5.33 18.20 11.44 17.67 8.33 27.99 Sharpe Ratio 0.40 0.44 0.29 0.65 0.30...
Refer the table below on the average risk premium of the S&P 500 over T-bills and the standard deviation of that risk premium. Suppose that the S&P 500 is your risky portfolio Period 1926-2015 1992-2015 1970-1991 1948-1969 1926-1947 Average Annual Returns S&P 500 1-Month Portfolio T-Bills 11.77 3.47 10.79 2.66 12.87 7.54 14.14 2.70 9.25 0.91 S&P 500 Portfolio Risk Standard Premium Deviation 8.30 20.59 8.13 18.29 5.33 18.20 11.44 17.67 8.33 27.99 Sharpe Ratio 0.40 0.44 0.29 0.65 0.30...
CAPM data: Market portfolio: Risk-free asset: Om = 0.2 E[RM]=18%, R, = 6% T-bills are also available. They are considered riskless and have a corresponding rate of return. You have $20,000 to invest. a) What are Br-Bills, and 07-Bills? (1 mark) b) Consider Portfolio X comprised of T-Bills and a $25,000 investment in the market portfolio i) Find 0,- (1 mark) ii) Solve for Br. (1 marks) c) Determine the weights of T-Bills and the market portfolio that combined would...
Problem 6-20 Refer the table below on the average risk premium of the S&P 500 over T-bills and the standard deviation of that risk premium Suppose that the S&P 500 is your risky portfolio Sharpe Period 1926-2015 1992-2015 1970-1991 1948-1969 1926-1947 Average Annual Returns S&P 500 1-Month Portfolio T-Bills T 11.77 3.47 110.79 2.66 12.87 14.14 2.70 9.25 8.91 Risk Premium 8.30 8.13 5.33 11.44 S&P 500 Portfolio Standard Deviation 20.59 18.29 18.20 17.67 27.99 0.40 0.44 0.29 0.3e o....
11. Let Z = (X1,X2, X3)T be a portfolio of three assets. E(X) 0.50. E(X2-1.5. E(X3) = 2.5, VAR(X)-2, VAR(X2)-3, Var(Xs)-5·PX1.x2-0.6 and X1 and X2 are idependent of X3 (a) Find E(0.3xi +0.3X2 +0.4X3) and Var(0.3X1 +0.3X2 +0.4Xs) (b) Find P[0.3X1 +0.3x2 + 0.4X3 <2). Since z-table isn't provided, just write down the (c) Find the covariance between a portfolio that allocates 1/3 to each of the three assets and a portfolio that allocates 1/2 to each of the first...
9. A portfolio manager has an equity portfolio that is valued at $75 million. The Portfolio has a current beta of .9 and a dividend yield of 1%. It is currently August 15 and the manager is concerned that markets are volatile and the portfolio could lose value, so they decide to hedge. a. The manager will use the S&P 500 index contracts to hedge. The contract is settled n cash at $250 times the contract price. The current S&P...
Here are the risk and return estimates for the T-Note (#1) and the S&P 500 (#2) for the coming year: Problem IV (12 points) Here are the risk and return estimates for the T-Note (#1) and the S&P 500 (#2) for the coming year: T-Note (#1) Expected Return E(R) 6%e Std, Deviation 12% Correlation (T-Note, S&P 500) = 0 S&P 500 (#2) 8% 16% 1. What is the expected return and standard deviation of the following portfolios? Portfolio Weight in...
Consider historical data showing that the average annual rate of return on the S&P 500 portfolio over the past 85 years has averaged roughly 8% more than the Treasury bill return and that the S&P 500 standard deviation has been about 27% per year. Assume these values are representative of investors' expectations for future performance and that the current T-bill rate is 6%. Calculate the expected return and variance of portfolios invested in T-bills and the S&P 500 index with...
9. A portfolio manager has an equity portfolio that is valued at $75 million. The portfolio has a current beta of .9 and a dividend yield of 1%. It is currently August 15 and the manager is concerned that markets are volatile and the portfolio could lose value, so they decide to hedge. a. The manager will use the S&P 500 index contracts to hedge. The contract is settled in cash at $250 times the contract price. The current S&P...