Answer:
share price today = $42.92
Explanation:
given data
annual dividend paid = $3.60
dividends = $3.80
dividends = $4.10
dividends = $4.25
dividend increase = 3.25 percent annually
discount rate = 12.5 percent
solution
we find here horizon value that is express as
horizon value P1= [tex]\frac{4.25*(1+0.0325)}{0.125-0.0325}[/tex]
horizon value P1 = $47.44
so share price today will be
share price today = [tex]\frac{D1}{(1+0.125)^1} +\frac{D2}{(1+0.125)^2} +\frac{Horizon value}{(1+0.125)^3}[/tex]
share price today P2 = [tex]\frac{3.80}{(1+0.125)^1} +\frac{4.10}{(1+0.125)^2} +\frac{4.25-47.44}{(1+0.125)^3}[/tex]
share price today = $42.92