Horizon Value = Dividend Year 6/(Required Rate-growth)
=D2*(1+growth 1)^2*(1+growth 2)/(r-growth 2)
=2*(1+10.4%)^2*(1+3.54%)/(11.80%-3.54%) =30.5560 or
30.56
Current Intrinsic Value =PV of Dividends + PV of Horizon
Value
=2/(1+11.80%)^3+2*(1+10.4%)/(1+11.80%)^4+2*(1+10.4%)^2/(1+11.80%)^5+30.5560/(1+11.80%)^5
=21.73
At r=14%
Horizon Value =Dividend Year 6/(Required Rate-growth) =D0*(1+growth
1)^2*(1+growth 2)/(r-growth 2)
=2*(1+10.4%)^2*(1+3.54%)/(12.80%-3.54%)=27.2562
Price at year
2=D3/(1+r)+D4/(1+r)^2+D5/(1+r)^3+27.2562/(1+r)^3
=2/(1+12.80%)+2*(1+10.4%)/(1+12.80%)^2+2*(1+10.4%)^2/(1+12.80%)^3+27.2562/(1+12.80%)^3=24.20
expected Dividend Yield =2/24.20 =8.27%
Capital Gain = Required Rate - Dividend Yield = 12.8%-8.27%
=4.53%
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