|
Please register now to read all responses and to join this discussion yourself. It's easy and 100% free.
|
|
Question - CAPM and Beta
Magnusdottir, Student (University), Iceland, Member
|
The beta of stock A is 0,8.
The risk free rate is 6%.
The market risk premium is 8,5%.
Assume the CAPM theory holds. What is the expected return of stock A? Can somebody help me with how this question is solved. Thanks... (...) Read more? Sign up for free
|
|
Please register now to read all responses and to join this discussion yourself. It's easy and 100% free.
Sign up for free Log in
|
| |
|
CAPM and Beta Example
Paul Kinnaird, Student (University), United States, Member
|
|
The Capital Asset Pricing Model for stock A would be written:
RoR = Rate of Return
RFR = Risk Free Return
RoR for stock A = RFR + Beta(RoR for market - RFR)
The difference between the market RoR and the RFR is the market risk premium.
Therefore:
RoR for A = 6 + 0.8(8.5) = 12.8%.
|
| |
|
CAPM and Beta
abdollah, Student (Other), Iran, Member
|
|
In fact, the expected market return is: 8.5 + 6 = 14.5%
And the expected return of stock A is: 12.8%.
|
| |
|
CAPM, Calculating Expected Return
Muqeem Razvi
|
|
If
B=0.8
Rf=6%
Rm-Rf=8.5,
Then
E(r) will be
12.8%,
Market risk premium is equal to Rm (Return on market portfolio) minus Rf (Risk free rate), that will be
RPm = Rm - Rf
RPm = 14.5 - 6
RPm = 8.5
, then
E(r)i = Rf + (Rm - Rf)B
E(r)i = 6 + (14.5 - 6)0.8
E(r)i = 12.8%.
|
|
