In: Finance
ABC Corporation has hired you to evaluate a new FOUR year project for the firm. The project will require the purchase of a $833,800.00 work cell. Further, it will cost the firm $53,200.00 to get the work cell delivered and installed. The work cell will be straight-line depreciated to zero with a 20-year useful life. The project will require new employees to be trained at a cost of $74,800.00. The project will also use a piece of equipment the firm already owns. The equipment has been fully depreciated, but has a market value of $7,400.00. Finally, the firm will invest $10,000.00 in net working capital to ensure the project has sufficient resources to be successful.
The project will generate annual sales of $903,000.00 with expenses estimated at 40.00% of sales. Net working capital will be held constant throughout the project. The tax rate is 38.00%.
The work cell is estimated to have a market value of $478,000.00 at the end of the fourth year. The firm expects to reclaim 83.00% of the final NWC position.
The cost of capital is 14.00%.
What is the yearly operating cash flow for the project?
>>>> | ||||
Purchase Cost of Work Cell = Work Cell cost + Delivery and installation cost of work cell | ||||
= $833,800.00 + $53,200.00 | ||||
= $887,000 | ||||
>>>> | ||||
Depreciation = Purchase Cost of Work Cel / 20 years | ||||
= $887,100 / 20 years | ||||
= $44,350 | ||||
>>>> | ||||
Calculation of Operating Cash Flows | ||||
Partculars | Year 1 | Year 2 | Year 3 | Year 4 |
Annual Sales (A) | 903000 | 903000 | 903000 | 903000 |
Less: Expenses (B = A*40%) | 361200 | 361200 | 361200 | 361200 |
Less: Depreciation (C ) | 44350 | 44350 | 44350 | 44350 |
Profit before Tax (D = A-B-C) | 497450 | 497450 | 497450 | 497450 |
Less: Tax @38% (E = D*38%) | 189031 | 189031 | 189031 | 189031 |
Profit After Tax (F = D-E) | 308419 | 308419 | 308419 | 308419 |
Add back Depreciation (G = C) | 44350 | 44350 | 44350 | 44350 |
Net Operating Cash Flows (H = F+G) | 352769 | 352769 | 352769 | 352769 |
Yearly Operating Cash Flow for the project is $352,769 |