Financial managers of BECN firm plan to issue a stock with a $5 annual year-end dividend that will constantly grow at a growth rate g equal to 3%. If BECN firm has a beta 2.0, T-bills rate (i.e., risk-free rate) is 2%, and the market return is 5%. What price should the stock be sold at?
Answer -
We have to calculated expected return by CAPM method and then we will caculate value of stock.
Step 1-
Expected Return Ks | Rf +B(Rm-Rf) | ||
=2%+2*(3%) | |||
0.08 | |||
Where | |||
Rf | Risk Free Return 2% | ||
B | Beta =2 | ||
Rm | Market Return 5% | ||
Ks | 8% | ||
Step 2 - |
|||
Value of stock | |||
Formula | D0(1+G)/(Ks-G) | ||
=5*(1.03)/0.05 | |||
Value of stock | 103 | ||
Where | |||
D0 | Current Dividend $5 | ||
G | Growth Rate 3% | ||
Ks | Expected Return 8% | ||
Hence value of stock currently should be $ 103 |
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