Assume that the average firm in your company’s industry is expected to grow at a constant rate of 6% and that its dividend yield is 7%. Your company is about as risky as the average firm in the industry and just paid a dividend (D0) of $1. You expect that the growth rate of dividends will be 50% during the first year (g0,1 = 50%) and 25% during the second year (g1,2 = 25%). After Year 2, dividend growth will be constant at 6%. What is the required rate of return on your company’s stock? What is the estimated value per share of your firm’s stock?
Required rate = dividend yield +Growth rate | |||||
7% + 6% = 13% | |||||
D0 = 1 | |||||
D1 = 1+50% = 1.50 | |||||
D2 = 1.50+25% =1.875 | |||||
Expected dividend for Year-3 = 1.875+6% =1.9875 | |||||
Horizon value = Expected dividend of Yyear-3 / Dividend yield | |||||
1.9875 / 7% = 28.39 | |||||
Price of Stock today | |||||
Year | cashflows | PVF at 13% | Present value | ||
1 | 1.5 | 0.884956 | 1.327434 | ||
2 | 1.875 | 0.783147 | 1.4684 | ||
2 | 28.39 | 0.783147 | 22.23353 | ||
Price of Stock today | 25.03 | ||||
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