JOKAMS ltd has started producing new learning software. The popularity of the product is such that it expects to pay its shareholders dividend which grows at 20% for the first three years. After three years most of the population will have acquired the software and dividends are expected to grow at a steady 5% a year forever. The current annual dividend is $150.00 and investors required a return of 15%. What is the value of the company’s share?
JOKAMS Ltd's current dividend = $ 150
first three years growth rate = 20 %
growth rate after three year = 5%
Required rate of return (ke) = 12%
year | 0 | 1 | 2 | 3 |
dividend ($) | 150 | 180 | 216 | 259.20 |
Value of company's share = D0 * (1 + g) / (ke - g)
Where
D0 = Dividend of current year ($ 259.20)
g = growth Rate ( 5%)
ke = cost of equity ( 12%)
Value of company's share (after three year) = $ 259.20 (1+0.05) / (0.12 -0.05)
= $ 272.16 / 0.07
= $ 3888
Here value of company's share after three year is $ 3888. if we want to calculate value of company's share immediatly then we have to use current years dividend i.e $ 150
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