In: Finance
The cane manufacturing machine will result in sales of 2000 canes in year 1. Sales are estimated to grow by 10% per year each year through year three. The price per cane that Sisyphean will charge its customers is $18 each and is to remain constant. The canes have a manufacturing cost of $9 each.
Installation of the machine and the resulting increase in manufacturing capacity will require an increase in various net working capital accounts. It is estimated that the Appalacian Corporation needs to hold 2% of its annual sales in cash, 4% of its annual sales in accounts receivable, 9% of its annual sales in inventory, and 6% of its annual sales in accounts payable. The firm is in the 21% tax bracket, and has a cost of capital of 10%.
1.) Calculate EBIT and net income for the 3 years.
2.) Calculate the net working capital required for each of the three years.
3.) Calculate the free cash flow for each year relevant for the project.
Solution:
The details provided in the question are,
Machine Cost - $30,000
Machine Life - 3 years
Residual value - $0
Sales in Year 1 - 2000 canes
Sales in Year 2 (Estimated grow 10%) - 2200 canes
Sales in Year 3 (Estimated grow 10%) - 2420 canes
Selling Price - $18
Cost of Good - $ 9
Tax Rate - 21%
1)Calculation of the EBIT and Net Income for 3 years,
Year | 1 | 2 | 3 |
Sales (A) | 36000 | 39600 | 43560 |
Depreciation | 0 | 0 | -10000 |
Cost of goods sold | 18000 | 19800 | 21780 |
Total Cost (B) | 18000 | 19800 | 11780 |
Profit before Tax (EBT) (C =A-B) | 18000 | 19800 | 31780 |
Tax 21% (D =C*21%) | 3780 | 4158 | 6673.8 |
Profit After Tax (EAT) (E=C-D) | 14220 | 15642 | 25106.2 |
EBIT for 3 years = $69,580 (Sum of 3 years EBT from Table)
Net Income for 3 years = $54,968.20 (Sum of 3 years EAT from Table)
2) Calculation of the net working capital required for each of the three years,
Net Working Capital = Current Asset - Current Liablities
Year | 1 | 2 | 3 |
Annual Sale | 36000 | 39600 | 43560 |
Cash (2% of Annual Sale) (A) | 720 | 792 | 871.2 |
Recivable (4% Annual Sale) (B) | 1440 | 1584 | 1742.4 |
Inventory (9% of Annual Sale) (C) | 3240 | 3564 | 3920.4 |
Current Asset (A+B+C) | 5400 | 5940 | 6534 |
Current Liabilities (Payable, 6% of Annual Sale | 2160 | 2376 | 2613.6 |
Net Working Capital (Current Asset - Current Liability) | 3240 | 3564 | 3920.4 |
3) Calculation of the free cash flow for each year relevant for the project,
Year | 1 | 2 | 3 |
Sales (A) | 36000 | 39600 | 43560 |
Depreciation | 0 | 0 | -10000 |
Cost of goods sold | 18000 | 19800 | 21780 |
Total Cost (B) | 18000 | 19800 | 11780 |
Profit before Tax (EBT) (C =A-B) | 18000 | 19800 | 31780 |
Tax 21% (D =C*21%) | 3780 | 4158 | 6673.8 |
Profit After Tax (EAT) (E=C-D) | 14220 | 15642 | 25106.2 |
Free Cash Flow (EAT + Depreciation) | 14220 | 15642 | 15106.2 |