A fleet of delivery vans will cost $160,000. Depreciation is straight line over five years. For capital budgeting purposes, however, you will use cash flow from salvage at the end of four years and assuming you can obtain a sales price of one half of the initial cost. What will that Year 4 savage cash flow be if the company's tax rate is 27.0%?
Group of answer choices
about $12,960
$80,000
$67,040
| Particulars | Amount | Formula |
| Cost | $ 1,60,000.00 | Given |
| Life | 5 Years | Given |
| Dep per Anum | $ 32,000.00 | [ Cost - Salvege Value ] / Useful Life |
| Accumulated dep for 4 Years | $ 1,28,000.00 | Dep Per Anum * 4 |
| Book Value After 4 Years | $ 32,000.00 | Cost - Accumulated Dep |
| Sale Price | $ 80,000.00 | Given |
| Profit | $ 48,000.00 | Sale Price - Book Value |
| Tax on Profit | $ 12,960.00 | Profit * Tax Rate |
| Cash flow | $ 67,040.00 | Sale Price - Tax |
OPtion C is correct
A fleet of delivery vans will cost $160,000. Depreciation is straight line over five years. For...
A fleet of delivery vans will cost $160,000. Depreciation is straight line over five years. For capital budgeting purposes, however, you will use cash flow from salvage at the end of four years and assuming you can obtain a sales price of one half of the initial cost. What will that Year 4 savage cash flow be if the company's tax rate is 27.0%?
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