D1=(3.35*1.32)=4.422
D2=(4.422*1.32)=5.83704
D3=(5.83704*1.32)=7.7048928
Value after year 3=(D3*Growth Rate)/(Required rate-Growth Rate)
=(7.7048928*1.072)/(0.14-0.072)
=$121.4653688
Hence current price=Future dividends and value*Present value of discounting factor(rate%,time period)
=4.422/1.14+5.83704/1.14^2+7.7048928/1.14^3+$121.4653688/1.14^3
which is equal to
=$95.56(Approx).
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