An investor borrows $200,000 (in year zero) at an annual interest rate of 10%. The equipment purchased with the borrowed money will produce revenues of $90,000 annually and has operating costs of $15,000 annually for Years 1 through 5. The capital cost is depreciable over 6 years (from year 0 to year 5) based on MACRS 5-year life depreciation with the half year convention (table A-1 at IRS). The machine has no salvage value and there is no working capital requirement. The loan is repaid using the Constant Payment Loan method.
Assuming a tax rate of 40% and an annual discount rate of 15%, calculate the Net Present Value for this investment.
Note: If you calculate negative taxable income for any year, the tax in that year is zero.
Year | Inv. | Ops Cost | MACRS | Deprecition | Interest | Income | Tax | PAT | CF |
0 | -200000 | 0 | 20 | 40000 | 20000 | 0 | 0 | ||
1 | 90000 | 15000 | 32 | 64000 | 20000 | -9000 | 0 | -9000 | -7826.09 |
2 | 90000 | 15000 | 19.2 | 38400 | 20000 | 16600 | 6640 | 9960 | 7531.191 |
3 | 90000 | 15000 | 11.52 | 23040 | 20000 | 31960 | 12784 | 19176 | 12608.53 |
4 | 90000 | 15000 | 11.52 | 23040 | 20000 | 31960 | 12784 | 19176 | 10963.94 |
5 | 90000 | 15000 | 5.76 | 11520 | 20000 | 43480 | 17392 | 26088 | 12970.35 |
36248 | |||||||||
NPV = 200000 - 36248 | |||||||||
-163752 |
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