You’ve collected the following information from your favorite financial website. |
52-Week Price | Stock (Div) | Div Yld % |
PE Ratio |
Close Price |
Net Chg |
|
Hi | Lo | |||||
64.60 | 47.80 | Abbott 1.12 | 1.9 | 235.6 | 62.91 | −.05 |
145.94 | 70.28 | Ralph Lauren 2.50 | 1.8 | 70.9 | 139.71 | .62 |
171.13 | 139.13 | IBM 6.30 | 4.3 | 23.8 | 145.39 | .19 |
91.80 | 71.96 | Duke Energy 3.56 | 4.9 | 17.6 | 74.30 | .84 |
113.19 | 96.20 | Disney 1.68 | 1.7 | 15.5 | ?? | .10 |
According to your research, the growth rate in dividends for IBM for the next 5 years is expected to be 5 percent. Suppose IBM meets this growth rate in dividends for the next five years and then the dividend growth rate falls to 3.5 percent indefinitely. Assume investors require a return of 10 percent on IBM stock. |
a. |
According to the dividend growth model, what should the stock price be today? (Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16.) |
b. | Based on these assumptions, is the stock currently overvalued, undervalued, or correctly valued? |
Dividend Year 0 =6.30
D1=6.30*1.05
D2=6.30*1.05^2
D3=6.30*1.05^3
D4=6.30*1.05^4
D5=6.30*1.05^5
Terminal Value =D5*(1+indefinite growth)/(Required Rate-growth)
=6.30*1.05^5*1.035/(10%-3.5%) =128.0307
Stock Price today
=D1/(1+r)+D2/(1+r)^2+D3/(1+r)^3+D4/(1+r)^4+D5/(1+r)^5+Terminal
Value/(1+r)^5
=6.30*1.05/1.10+6.30*1.05^2/1.10^2+6.30*1.05^3/1.10^3+6.30*1.05^4/1.10^4+6.30*1.05^5/1.10^5+128.0307/1.10^5=
106.95
b. Based on these assumptions IBM is overvalued because Stock Price
of IBM is greater than intrinsic value.
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