Answer:
Stock D
12.30% this stock is correctly priced according to CAPM
Explanation:
We will calculate the Capital Assets Pricing Model (CAPM) for each stock
All have the same risk-free rate and market-rate. We change the beta for each Stock:
CAPM:
[tex]Ke= r_f + \beta (r_m-r_f)[/tex]
risk free 0.065
market rate 0.105
premium market = (market rate - risk free) = 0.04
Stock A
beta(non diversifiable risk) 0.85
[tex]Ke= 0.065 + 0.85 (0.04)[/tex]
Ke 0.09900 9.22% this stock is no correctly priced.
Stock B
beta(non diversifiable risk) 1.08
[tex]Ke= 0.065 + 1.08 (0.04)[/tex]
Ke 0.10820 10.82% this stock is no correctly priced.
Stock C
beta(non diversifiable risk) 1.69
[tex]Ke= 0.065 + 1.69 (0.04)[/tex]
Ke 0.13260 13.26% this stock is no correctly priced.
Stock D
beta(non diversifiable risk) 1.45
[tex]Ke= 0.065 + 1.45 (0.04)[/tex]
Ke 0.12300 12.30% this stock is correctly priced according to CAPM