the growth rate is given as 25% in yr1, 20% in yr2, 10% in yr 3, and 3% thereafter.
Rate of return(r) = 10%
Dividend in yr 1(D1) = 6
Dividend in yr 2(D2) = 6 * (1+g) = 6*(1+.25) = 7.5
Dividend in yr 3(D3) = 7.5 * (1+g) = 7.5*(1+.20) = 9
Dividend in yr 4(D4) = 9 * (1+g) = 9*(1+.10) = 9.9
We can calculate the price in year 4 by the Gordon's growth model formula
Price in year 4 = D4(1+g) / (r-g)
g = 3%
r = 10%
P4 = 9.9(1+.03) / (.10 - .03)
= 10.197 / .07
= $145.67
Price in year 4 is $145.67
We have to calculate the stock price in next year i.e., P1
P1 = P4 / (1+r)^3
= 145.67 / (1.1)^3
= $109.44
Hence the price next year will be $109.44
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