In: Finance
John Smith, an analyst with Fidelity Securities, is trying to evaluate Company ABC’s target stock price per share. Free cash flow (FCF) estimates for the next four years are -$2, $15, 17, and $20 million, after which the FCF is expected to grow at 6% forever. The overall firm cost of capital is 9%. The firm has $45 million in debt and has 16 million shares of stock. What are the horizon value HV and the estimated value per share? Show your calculations
| Required Return | 9.00% | |
| Growth after 4 years | 6.00% | |
| Step 1 - PV of free cash flow (in millions) | ||
| Year | Free cash flow | PV of FCF @ 9% | 
| 1 | -$2.00 | -$1.83 | 
| 2 | $15.00 | $12.63 | 
| 3 | $17.00 | $13.13 | 
| 4 | $20.00 | $14.17 | 
| $38.09 | ||
| Step 2 - Calculation of Horizon Value(terminal value) (in millions) | ||
| ` | ||
| FCF at the end of 5th year | =20*(1+.06) | |
| $21.20 | ||
| Horizon(Terminal )Value = | FCF at the end of 5th year | |
| Required rate - Growth rate | ||
| = | $21.20 | |
| 0.09-0.06 | ||
| = | $706.67 | |
| PV of Horizon Value(discounted today) = | 706.67/(1+0.09)^4 | |
| = | = | $500.62 | 
| Value of Firm= | 38.09+500.62 | |
| Value of Firm= | $538.71 million | |
| Value of Equity = Value of Firm - Value of Debt = 538.71 - 45 | ||
| Value of Equity = $493.71 million | ||
| Estimated Value per share = Value of Equity / Number of shares | ||
| Estimated Value per share = 493.71 / 16 | ||
| Estimated Value per share = $30.86 | ||