Please show answer in excel format
Let dividend in year n be denoted by Dn
D0 = $2.65
Growth in year 1 = g1 = 20%
=> D1 = D0(1+g1) = 2.65(1+0.20) = $3.18
Growth in Year 2 = g2 = 15%
=> D2 = D1(1+g2) = 3.18(1+0.15) = $3.657
Growth in Year 3 = g3 = 10%
=> D3 = D2(1+g3) = 3.657(1+0.10) = $4.023
Growth in Year 4 = g4 = 5%
=> D4 = D3(1+g4) = 4.023(1+0.05) = $4.224
Growth rate after year 4 = g = 5%
Required return = r = 12%
According to Gordons Growth model,
P3 = D4 / (r - g) = 4.224/(0.12 - 0.05) = $60.343
P0 = D1/(1+r) + D2/(1+r)2 + D3/(1+r)3 +
P3/(1+r)3
= 3.18/(1+0.12) + 3.657/(1+0.12)2 +
4.023/(1+0.12)3 + 60.343/(1+0.12)3
= $51.57
Hence, value of the stock now = $51.57
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