D0=1.32D_{0} = 1.32D0=1.32
D1=1.32×1.30=1.76,D2=1.76×1.10=1.936D_{1}= 1.32 \times1.30 = 1.76, D_{2} = 1.76 \times1.10=1.936D1=1.32×1.30=1.76,D2=1.76×1.10=1.936
now D3=1.936×1.05=2.0328D_{3} =1.936\times1.05= 2.0328D3=1.936×1.05=2.0328
constant growth rate =5%=5\%=5%
required return =9%=9\%=9%
P2=D3r−g=2.03280.09−0.05=$50.82P_{2} = \frac{D_{3}}{r-g} = \frac{2.0328}{0.09-0.05}=\$50.82P2=r−gD3=0.09−0.052.0328=$50.82
P0=1.761.09+50.821.092=1.6147+42.7742=$44.39P_{0}=\frac{1.76}{1.09}+\frac{50.82}{1.09^{2}}= 1.6147 +42.7742 = \$44.39P0=1.091.76+1.09250.82=1.6147+42.7742=$44.39
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