Kalia is an investor who believes that past variability of stocks is a reasonably good estimate of future risk associated with the stocks. Kalia works on creating a new portfolio and has already purchased stock A. Now she considers two other stocks, B and C. Kalia collected data on the historic rates of return for all three stocks, which are presented in the following table. Complete the table by calculating standard deviations for each stock: Year Stock A 40% Stock B -5% Stock C 35% 2013 2014 -10% 40% -5% 2015 35% -10% -10% -5% 35% 40% 2016 Average return Estimated standard deviation Suppose Kalia can only afford to complement stock A by adding just one of the two other stocks, either stock B or stock C. Complete the following table by computing correlation coefficients between stocks A and B and between stocks A and C, and calculate average returns and standard deviation for the two potential portfolios, AB and AC: Stocks A and B Stocks A and C Correlation coefficient Average return Standard deviation Suppose Kalia has to choose between two portfolios, AB and AC. Kalia will be better off choosing Which of the following statements about portfolio diversifications are correct? Check all that apply. Stocks with perfectly negatively correlated returns do not exist. The risk of a portfolio declines as the number of stocks in the portfolio increases. The higher the stocks' correlation coefficients, the lower the portfolio's risk. 0 By adding enough partially correlated stocks, risk can be completely eliminated. Kalia is an investor who believes that past variability of stocks is a reasonably good estimate of future risk associated with the stocks. Kalia works on creating a new portfolio and has already purchased stock A. Now she considers two other stocks, B and C. Kalia collected data on the historic rates of return for all three stocks, which are presented in the following table. Complete the table by calculating standard deviations for each stock: Year Stock A 40% Stock B -5% Stock C 35% 2013 2014 -10% 40% -5% 2015 35% -10% -10% -5% 35% 40% 2016 Average return Estimated standard deviation Suppose Kalia can only afford to complement stock A by adding just one of the two other stocks, either stock B or stock C. Complete the following table by computing correlation coefficients between stocks A and B and between stocks A and C, and calculate average returns and standard deviation for the two potential portfolios, AB and AC: Stocks A and B Stocks A and C Correlation coefficient Average return Standard deviation Suppose Kalia has to choose between two portfolios, AB and AC. Kalia will be better off choosing Which of the following statements about portfolio diversifications are correct? Check all that apply. Stocks with perfectly negatively correlated returns do not exist. The risk of a portfolio declines as the number of stocks in the portfolio increases. The higher the stocks' correlation coefficients, the lower the portfolio's risk. 0 By adding enough partially correlated stocks, risk can be completely eliminated
