XYZ Company’s current stock price is $36, its last dividend was $2, and its required rate of return is 10%. If dividends are expected to grow at a constant rate, g, in the future, what is XYZ Company’s expected stock price 4 years from now?
1] | Per the constant dividend growth formula, the price | |
of a stock = D0*(1+g)/(r-g), where | ||
D0 = Last dividend | ||
g = Growth rate in dividends | ||
r = Required rate of return | ||
Substituting available values in the above formula: | ||
36 = 2*(1+g)/(0.10-g) | ||
Solving for g: | ||
3.6-36*g = 2+2g | ||
1.6 = 38*g | ||
g = 1.6/38 = | 4.21% | |
2] | Price at t4 = D5/(r-g) = 2*1.0421^5/(0.10-0.0421) = | $ 42.45 |
Get Answers For Free
Most questions answered within 1 hours.