In: Finance
Greyhound Chemicals has just developed a new adhesive. As such, the firm expects dividends to grow at a rate of 30 percent for the next two years, then grow at a rate of 12 percent for the following three years, and then settle down to a growth rate of 6 percent for the infinite future. If the most recent dividend paid was $1.65 per share and the appropriate discount rate is 9 percent, what how much would you be willing to pay for a share of Greyhound’s stock today? Show your calculations.
Price is calculated as follows:
So the price we should pay for the stock is 101.72
Calculation table:
Year | CF | Discount Factor | Discounted CF | |||
1 | $ 2.15 | 1/(1+0.09)^1= | 0.917431193 | 0.91743119266055*2.145= | 1.97 | |
2 | $ 2.79 | 1/(1+0.09)^2= | 0.841679993 | 0.84167999326656*2.7885= | 2.35 | |
3 | $ 3.12 | 1/(1+0.09)^3= | 0.77218348 | 0.772183480061064*3.12312= | 2.41 | |
4 | $ 3.50 | 1/(1+0.09)^4= | 0.708425211 | 0.708425211065196*3.4978944= | 2.48 | |
5 | $ 3.92 | 1/(1+0.09)^5= | 0.649931386 | 0.649931386298345*3.917641728= | 2.55 | |
5 | $138.42 | 1/(1+0.09)^5= | 0.649931386 | 0.649931386298345*138.423341056= | 89.97 | |
NPV = Sum of all Discounted CF | 101.72 |