Answer:
A. Term Value
Horizon Value $18.69
Current Intrinsic value $13.61
B. Dividend yield 0%
Capital gains yield 11.20%
Explanation:
A. Calculation to determine Horizon Value
Using this formula
Horizon Value = Dividend in Year 6/(Required Return – Growth Rate)
Let plug in the formula
Horizon Value = 1.25(1.0650)^2 (1.0336)/(11.20%-3.36%)
Horizon Value = $18.69
Calculation to determine the Current Intrinsic value Using this formula
Current intrinsic value = 1.25/(1.1120)^3 + 1.25(1.0650)/(1.1120)^4 + 1.25(1.0650)^2/(1.1120)^5 + 18.69/(1.1120)^5
Current intrinsic value = $13.61
B. Calculation to determine Dividend yield
Using this formula
Dividend yield = Expected Dividend next year/Current price
Let plug in the formula
Dividend yield= 0/13.61
Dividend yield= 0%
Calculation to determine Expected Capital Gains Yield using this formula
Expected Capital Gains Yield = Required return - Expected Current Dividend Yield
Let plug in the formula
Expected Capital Gains Yield= 11.20%- 0%
Expected Capital Gains Yield= 11.20%
Therefore:
Term Value
Horizon Value $18.69
Current Intrinsic value $13.61
Therefore Assuming that the markets are in equilibrium, Goodwin's current expected dividend yield is 0% and Goodwin's capital gains yield is 11.20%
