In: Finance
FCF Forecast ($ million) | |||||
Year | 0 | 1 | 2 | 3 | 4 |
Sales | 240 | ||||
Growth versus Prior Year | 12.50% | 7.40% | 6.90% | 5.00% | |
EBIT (10% of Sales) | |||||
Less: Income Tax (37%) | |||||
Less Increase in NWC (12% of Change in Sales) | |||||
Free Cash Flow |
Banco Industries expect sales to grow at a rapid rate over the next three years, but settle to an industry growth rate in year 4. The spreadsheet above is a template for forecasting Banco Industries' free cash flows (FCFs), with assumptions provided.
a) (8 points) Forecast Banco Industries' FCFs in year 1-4. Banco Industries's FCF is expected to be $Answer million in year 1, $Answer million in year 2, $Answer million in year 3, $Answer million in year 4. State your answers in 2 decimal places.
b) (4 points) Banco Industries expect sales to settle to an industry growth rate of 5% in year 4 and after. If Banco industries has a weighted average cost of capital of 11%, $50 million in cash, $80 million in debt, and 18 million shares outstanding, the best estimate of Banco's stock price is $Answer. (1 decimal place)
All Values in $ Millions
Year |
0 |
1 |
2 |
3 |
4 |
Sales |
240 |
270 |
290 |
310 |
325 |
Growth versus Prior Year |
12.50% |
7.40% |
6.90% |
5.00% |
|
EBIT (10% of Sales) |
27.00 |
29.00 |
31.00 |
32.55 |
|
Less: Income Tax (37%) |
9.99 |
10.73 |
11.47 |
12.04 |
|
Less Increase in NWC (12% of Change in Sales) |
3.60 |
2.40 |
2.40 |
1.86 |
|
Free Cash Flow |
13.41 |
15.87 |
17.13 |
18.65 |
Banco Industries's FCF is expected to be
$13.41million - Year1, $15.87million - Year 2, $17.13 million - Year3 , $18.65Million in Year4
The terminal value of FCF (Constant perpetual growth) = FCFt x (1 + g) / (k - g)
where FCFt = FCF in year t (18.65Mln)
g = Steady growth rate for the company's cash flow (5%)
k = Cost of capital (Discount Rate = 11%)
Terminal Value of FCF for Banco in year 4
= 18.65 x (1+ 5%) / (11% -5%)
= 19.58/ (0.06)
= $326.30 Million
Value of the firm = PV of all cash flows including the terminal value
PV of cash flows = CFt/ (1+k)^t
where CFt is cash flow in year t, k = Cost of capital (Discount rate) & t is the year of Cash flow
Value of the firm
= 13.41/ (1+11%)^1 + 15.87/ (1+11%)^2 + 17.13 / (1+11%)^3 + 18.65 / (1+11%)^4 + 326.30/(1+11%)^4
= 12.08 + 12.88 + 12.52 + 12.28 + 214.95
= $264.71 Million
Value of firm (Enterprise Value) = Value of Equity + Value of Debt - Cash & Cash Equivalents
Therefore,
Value of Equity
= Value of Firm + Cash - Value of Debt
= 264.71 + 50 - 80
= $234.71 Million
Number of shares = 18 Million
Value per share
= Value of Equity / Number of shares
= $234.71 / 18
= $13.04