Market is expecting 14 per cent return from the ordinary share of a company. Investors are expecting $0.90 dividend per share from this company in next year. It is also predicted that the dividend for this company will grow at a constant rate of 6 per cent forever. What current price is expected for this ordinary share?
Solution:
As per the Gordon growth Model, the current price of a share is calculated using the following formula:
P0 = D1 / ( ke – g )
Where
P0 = Current Price of the share; D1 = Dividend per share payable next year = Next Dividend ;
g = growth rate of dividend ; ke = Expected return ;
As per the information given in the question we have ;
D1 = $ 0.90 ; g = 6 % = 0.06 ; ke = 14.00 % = 0.14 ;
Applying the above values in the formula we have the current price of share as
= 0.90 / ( 0.14 – 0.06 )
= 0.90 / 0.08
= $ 11.25
Thus the current price expected for this ordinary share = $ 11.25
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