(i) Calculate the expected return and standard deviation of return on both the stocks. (ii) If you could invest in either stocks X or stock Y but not in both
Calculate the expected return and standard deviation of the portfolio of these two stocks in dollars. The total investment in the portfolio is $500000.
The correlation coefficient between funds X and Y is -0.3. a. (2.5 points) Calculate the expected return and standard deviation for the optimal risky portfolio
Calculate the standard deviation of the portfolio return. (A) 4.50%. (B) 13.2% The expected returns of X and Y are E[RX] = 10% and E[RY] = 15%.
Using Excel to calculate mean and standard deviation with historical data. Risk premium: the difference between the expected/required rate of return on a.
Expected Return and its standard Deviation. Formula for computing Reward – to – Volatility / Volatility Ratio is –. Treynor?s Ratio = [(Rp – Rf) ÷ ?p].
Calculate the expected return and standard deviation of a portfolio of stocks A B and C. Assume an equal investment in each stock. Expected Return Standard
07-Aug-2013 This efficient portfolio is labeled “E2” in Figure 1.1. It has the same expected return as SBUX but a smaller standard deviation. The covariance ...
Standard Deviation. Expected Return/Expected Cash Flow. The Coefficient of Variation enables the management to calculate the risk borne.
Security B has an expected return of 15% and a standard deviation of 28%. If the correlation between the assets is 0.3 and the risk free rate 5% calculate
Expected Return Return Standard Deviation Covariance and Portfolios (cont) Solution Set 3 Foundations of Finance 1 Problem Set 3 Solution I Expected Return Return Standard Deviation Covariance and Portfolios (cont): State Probability Asset A Asset B Riskless Asset Boom 0 25 24 14 7 Normal Growth 0 5 18 9 7 Recession 0 25 2 5 7 A
The expected return must be viewed as part of the description of the entire distribution (assuming a quadratic distribution) Viewed alone it measures the mean of the entire distribution of future outcomes It may never be achieved as an outcome at all The standard deviation portrays the dispersion of possible outcomes around the
expected rate of return of 10 percent and a standard deviation of 20 percent would have a variance drain of about 200 basis points and the compounded expected return would be about 8 2 percent before expenses Annual Compounded Rate of Return = Expected Annual Return – [0 46 (Variance)] = µ p – 0 46 ? p 2 Figure 1: Formula for Rate of
You want to make a portfolio of Beverly Company and Boston Company common stocks Beverly has an expected return of 12 and sigma 25 the expected return of Boston is 15 and its sigma 0 30 The coefficient of correlation between the two companies is 0 25 The return of the portfolio is 13
Returns Total Return = expected return + unexpected return Unexpected return = systematic portion + unsystematic portion Therefore total return can be expressed as follows: Total Return = expected return + systematic portion + unsystematic portion Diversification
portfolio’s total risk measure Standard deviation is the total risk of an asset Beta measures systematic risk standard deviation measures both systematic risk and unsystematic risk When using beta for an individual stock you assume the stock is part of a well-diversified portfolio