In: Finance
Given the following data:
FCF1 = $20 million; FCF2 = $30 million; free
cash flow grows at a rate of 2% for year 3 and beyond. If the
weighted average cost of capital is 12%, calculate the value of the
firm.
$270.72 million |
||
$266.73 million |
||
$285.71 million |
||
$253.33 million |
Value at the end of year 2 | ||
Terminal value = D1 / r - g | ||
Where, | ||
D1 = Expected cash flow | ||
r= required rate of return | ||
g= growth rate | ||
=30.6/0.12-0.02 | ||
=306 |
Value of firm today |
Year | Cash Flow | PV Factor | PV Of Cash Flow |
a | b | c=1/1.12^a | d=b*c |
1 | $ 20 | 0.892857 | $ 17.86 |
2 | $ 30 | 0.797194 | $ 23.92 |
2 | $ 306 | 0.797194 | $ 243.94 |
Value of the firm | $ 285.71 |