In: Finance
AFTER TAX CASH FLOW
Initial investment in the asset $80,000
Annual revenues $50,000
Annual expenses $20,000
Duration 6 years.
Since the asset was in very good condition, it was sold ate the end
of the 6 th year in $35,000 instead of $20,000.
Calculate the After Tax Cash Flow and After Tax NPV for this project, using a tax rate of 30%, an after tax MARR of 12% per year
First we calculate depreciation per year.
Asset price = 80,000
Salvage value = 20,000
years = 6
Depreciation per year = (Purchase price - salvage value) / life in years = (80000 - 20,000) / 6 = 10,000 per year
Calculation of the After tax operating cash flows per year :-
particulars | year 1 to 6 |
Revenue | 50,000 |
Less-Expenses | 20,000 |
Less-Depreciation | 10,000 |
Profit before tax | 20,000 |
less-Tax@30% | 6000 |
Profit after tax | 14,000 |
Add-Depreciation | 10,000 |
Operating cash flows per year | 24,000 |
Calculation of the after tax sale proceeds from asset-;
Book value of asset at end of year 6 = Salvage value = $ 20,000
Sale value of machine = 35,000
Sales | 35,000 |
less-Book value | 20,000 |
Gain on sale | 15,000 |
Tax on gain@30% | 4500 |
After tax sale proceeds from asset | 30,500 |
Calculation of the after tax cash flows :-
years | Operating cash flows | After tax sale proceeds from asset | After tax cash flows |
1 | 24,000 | 24,000 | |
2 | 24,000 | 24,000 | |
3 | 24,000 | 24,000 | |
4 | 24,000 | 24,000 | |
5 | 24,000 | 24,000 | |
6 | 24,000 | 30,500 | 54,500 |
Calculation of the NPV :-
years | cash flows | PVF@12% | PV of cash flows |
0 | ($80,000) | 1 | ($80,000.0000000000) |
1 | 24,000 | 0.892857 | $21,428.5714285714 |
2 | 24,000 | 0.797194 | $19,132.6530612245 |
3 | 24,000 | 0.71178 | $17,082.7259475218 |
4 | 24,000 | 0.635518 | $15,252.4338817159 |
5 | 24,000 | 0.567427 | $13,618.2445372464 |
6 | 54,500 | 0.506631 | $27,611.3961041640 |
NPV | $34,126.0249604441 | ||
NPV | 34,126.02 |