In: Accounting
Formula sheet
A1 | B | C | D | E | F | G | H | I | J | K |
2 | ||||||||||
3 | Growth rate for three years | 0.25 | ||||||||
4 | Growth rate in 4th Year | 0.15 | ||||||||
5 | Terminal growth rate (gL) | 0.08 | ||||||||
6 | Required return (rs) | 0.13 | ||||||||
7 | ||||||||||
8 | Assuming the Dividend Next Year is D | |||||||||
9 | As per dividend growth model, Price of share is the present value of all future dividends. | |||||||||
10 | Future dividends can be calculated as follows: | |||||||||
11 | Year | 0 | 1 | 2 | 3 | 4 | 5 | 6 | ||
12 | Dividend | D | 1.25D | 1.25*1.25D | 1.15*1.25*1.25D | 1.08*1.15*1.25*1.25D | … | |||
13 | Dividend | D | 1.25D | 1.5625D | 1.796875D | 1.940625D | … | |||
14 | Calculation Price of the share at Year 0 | |||||||||
15 | Required return | =D6 | ||||||||
16 | Year | 0 | 1 | 2 | 3 | 4 | 5 | 6 | ||
17 | Dividend | =E13 | =F13 | =G13 | =H13 | =I13 | =J13 | |||
18 | Terminal value = DIV5/(rs-gL) | =1.940625D/(13%-8%) | ||||||||
19 | Terminal value | =38.8125D | ||||||||
20 | Present Value Factor | =1/((1+$D$15)^E16) | =1/((1+$D$15)^F16) | =1/((1+$D$15)^G16) | =1/((1+$D$15)^H16) | |||||
21 | Present value of dividends | =(0.88D+0.78*1.25D+0.69*1.5625D+0.61*(38.8125D+1.796875D) | ||||||||
22 | Present value of dividends | =27.85327D | ||||||||
23 | Price of share at Year 0 | =D22 | ||||||||
24 | ||||||||||
25 | Since Price of Share Today is | 76 | ||||||||
26 | ||||||||||
27 | Therefore Dividend next year i.e. D | =$76/27.85327 | ||||||||
28 | =D25/27.85327 | =D25/27.85327 | ||||||||
29 | ||||||||||
30 | Hence Dividend next year is | =D28 | ||||||||
31 |