A project has an annual operating cash flow of $23,700.
Initially, this 4-year project required $3,800 in net working
capital, which is recoverable when the project ends in year 4. The
firm also spent $20,500 on equipment to start the project. This
equipment will have a zero book value at the end of year 4. What is
the net project cash flow from the asset (or free cash
flow) for year 4 if the equipment can be sold for $4,300
and the tax rate is 40 percent?
Net Project cashflow from the asset = $ 61,682 | ||||||||
(assuming the MARR rate to be 10%) | ||||||||
Year | Initial Investment | Annual Cashflow | Working Capital | Salvage Value after tax | Tax savings on depreciation | Total Cashflow | PVF @ 10% | NPV |
0 | (20,500) | (3,800) | (24,300) | 1.0000 | (24,300) | |||
1 | 23,700 | 2050 | 25,750 | 0.9091 | 23,409 | |||
2 | 23,700 | 2050 | 25,750 | 0.8264 | 21,281 | |||
3 | 23,700 | 2050 | 25,750 | 0.7513 | 19,346 | |||
4 | 23,700 | 3,800 | 2,580 | 2050 | 32,130 | 0.6830 | 21,945 | |
61,682 | ||||||||
Calculation of gain or loss on sale | ||||||||
Book Value of equipment at Year 4 | - | |||||||
Sale Value | 4,300 | |||||||
Gain on Sale | 4,300 | |||||||
Less: Tax @ 40% | 1,720 | |||||||
Salvage value after tax | 2,580 | |||||||
Calculation of tax savings on depreciation | ||||||||
Equipment cost | 20,500 | |||||||
Life | 4 years | |||||||
Depreciation (20,500/4 | 5,125 | |||||||
Tax savings on depreciation (5125*40%) | 2,050 | |||||||
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