The correlation coefficient between stocks A and B is: = .7. Both stocks have an expected

The correlation coefficient between stocks A and B is: ρ = .7. Both stocks have an expected return of 15% and a standard deviation of 20%. In addition, you calculated that the minimum variance portfolio (MVP) of A and B consists of 50% of A and 50% of B.

1. a. Compute standard deviation and the expected return of MVP.
2. b. Suppose a risk-free asset has an expected rate of return of 5%. Plot combination line that contains portfolios composed of stocks A and B on the standard deviation-expected return plane. Plot optimal capital allocation line (CAL). Clearly label axes and all important points on the graph.
3. c. Calculate the slope of the optimal CAL. What is the name of this slope?

Answer rating: 100% (QA)

Expected Return on Stock A Er A 12 Expected Return on Stock B Er B 12 Standard Deviation of Stock A ... View the full answer