Consider two companies, named A and B, that are identical in every respect except that A will grow at 5% and B at 3%. Investors require a12% return for both companies, next year EPS are expected to be $1.00 for both companies and the dividend payout rate is 30%.
Part 1: What is the fair price of stock A?
Part 2: What is the price of stock A if you use P/E ratio of stock B to determine the price of stock A?
As per Gordon model, | ||||
Price = Dividend in next year/(r-g) | ||||
A | B | |||
EPS next year | 1 | 1 | ||
Dividend payout | 30% | 30% | ||
Dividend next year | 0.30 | 0.30 | ||
Growth rate, g | 5% | 3% | ||
Rate of return | 12% | 12% | ||
P = | 0.3/(0.12-0.05) | 0.3/(0.12-0.03) | ||
1) | Price, P = | 4.29 | 3.33 | |
2) | P/E = Price/EPS | 4.29 | 3.33 | |
IF P/E of stock B is used then P/E of stock B = 3.33 | ||||
Price A = EPS * P/E of stock B | ||||
Price A = 1 * 3.33 | 3.33 | |||
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