A stock is expected to pay the following dividends: $2.2 two years from now, and $3.3 three years from now, followed by growth in the dividend of 4% per year forever after that point. There will be no dividends prior to year 2. The stock's required return is 13%. The stock's current price (Price at year 0) should be $___________
Given about a stock,
Expected dividend in year 2, D2 = $2.2
Expected dividend in year 3, D3 = $3.3
thereafter growth rate g = 4%
stock's required return rs = 13%
So, stock price at year 2 using constant dividend growth model is
P3 = D3*(1+g)/(rs - g) = 3.3*1.04/(0.13- 0.04) = $38.13
Stock current price P0 is sum of future dividend and P3 discounted at rs
=> P0 = D2/(1+rs)^2 + D3/(1+rs)^3 + P3/(1+rs)^3
=> P0 = 2.2/1.13^2 + 3.3/1.13^3 + 38.13/1.13^3 = $30.44
The stock's current price (Price at year 0) should be $30.44
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