Given D0 = $2
Hence, D1 = 2*1.25 = 2.5
D2 = 2*1.252 = 3.125
D3 = 2*1.252*1.20 = 3.75
D4 = 2*1.252*1.202 = 4.5
D5 = 2*1.252*1.202*1.15 = 5.175
D6 = 2*1.252*1.202*1.152 =
5.951
D7 = 2*1.252*1.202*1.152*1.09 =
6.487
Using Gordon Growth model,
Pn = Dn+1/(r-g)
=> P6 = 6.487/(0.12-0.09) = 216.233
Hence, P0 = D0 + D1/(1+r) + D2/(1+r)2 + D3/(1+r)3 + D4/(1+r)4 + D5/(1+r)5 + D6/(1+r)6 + P6/(1+r)6
= 2 + 2.5/(1.12) + 3.125/(1.12)2 + 3.75/(1.12)3 + 4.5/(1.12)4 + 5.175/(1.12)5 + 5.951/(1.12)6 + 216.233/(1.12)6
= 127.754
Hence, Current Stock Price = P0 = $127.754
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