Answer:
The price an investor would be expected to pay per share ten years in the future is $17.61
Step-by-step explanation:
P10 = [D1*(1 + g)^n]/(k – g)
Where:
P10 is the expected share price after ten years
D1 is the expected dividend for year 1 = $ 1.70
g is the dividend growth rate per year but we know that dividend is expected to be constant, g = 0
k is the cost of capital for the company = 8.2%
n is the number of years to calculate share price = 10
P10 = $ 1.55*(1 + 0%)^10/(0.088 – 0)
= $ 1.55/0.088
= $17.61
Therefore, The price an investor would be expected to pay per share ten years in the future is $17.61