Assume that the risk-free rate, Upper R Subscript Upper F, is currently 9%, the market return, r Subscript m, is 13 %, and asset A has a beta, b Subscript Upper A, of 1.39. a. Use CAPM to estimate the required return, r Subscript Upper A, on asset A. Which of the following graphs represents the security market line (SML) and the required return for asset A?
b. Assume that as a result of recent economic events, inflationary expectations have declined by 2%, lowering Upper R Subscript Upper F and r Subscript m to 7% and 11%, respectively. Which of the following graphs represents the new SML and shows the new required return for asset A?
c. Assume that as a result of recent events, investors have become more risk averse, causing the market return to rise by 1 %, to 14%. Ignoring the shift in part b, which of the following graphs shows the new SML and the new required return for asset A?
I have answered the question below
Please up vote for the same and thanks!!!
Do reach out in the comments for any queries
Answer:
a) Using CAPM, Ra = Rf + beta x (Rm - Rf) = 9% + 1.39 x (13% - 9%) = 14.56%
Select the graph that connect three points (0, 9%), (1.39, 13.56%) and (1, 13%)
b) Ra = 7% + 1.39 x (11% - 7%) = 12.56%
Select a line which will be a parallel to the earlier line but downward starting with 7%.
c) Ra = 9% + 1.39 x (14% - 9%) = 15.95%
This line will have a different slope.
Get Answers For Free
Most questions answered within 1 hours.