Step 1:
g = Growth rate = 18% for 3 years and 3% forever thereafter
ke = required rate of return =cost of equity = 11%
Current Dividend per share =D0 = $2.5
Dividend in 1st year = D1 = D0* (1+g) = $2.50 * (1+18%) = $2.95
Dividend in 2nd Year = D2 = D1 * (1+g) = $2.95 *(1+18%) = $3.481
Dividend in 3rd year = D3 = D2 * (1+g) = $3.481 * (1+18%) = $4.10758
Dividend in 4th year = D4 = D3 * (1+g) = $4.10758 * (1+3%) = $4.23081
Horizon value at the year 3 for years 4 to forever =H = D4 / (ke - g) = $4.23081 / (11% - 3%) = $52.88513
Step 2:
Current share price = present value of dividends paid
= [D1 / (1+r)^1] + [D2 / (1+r)^2] + [D3 / (1+r)^3] + [H / (1+r)^3]
= [$2.95 / (1+11%)^1] + [$3.481 / (1+11%)^2] + [$4.10758 / (1+11%)^3] + [$52.88513 / (1+11%)^3]
= [$2.95 / 1.11] + [$3.481 / 1.2321] + [$4.10758 / 1.367631] + [$52.88513 / 1.367631]
= $2.657658 + $2.825258 + $3.003427 + $38.669151
= $47.155494
Therefore, Current share price is $47.16
Please do not use excel to resolve this exercise, abd the answer is $47.18 thanks! Finance...
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