Consider an asset that costs $316,800 and is depreciated straight-line to zero over its 12-year tax life. The asset is to be used in a 6-year project; at the end of the project, the asset can be sold for $39,600. |
Required : |
If the relevant tax rate is 32 percent, what is the aftertax cash flow from the sale of this asset? (Do not round your intermediate calculations.) |
A) $26,928.00
B) $660,540.00
C) $81,496.80
D) $73,735.20
E) $77,616.00
Ans. | Option E $77,616 | |||
After tax cash flow from the sale of asset = Sales value + (Book value - sales value) * tax rate | ||||
$39,600 + ($158,400 - $39,600) * 0.32 | ||||
$39,600 + $118,800 * 0.32 | ||||
$39,600 + $38,016 | ||||
$77,616 | ||||
*Calculations: | ||||
Depreciation = Cost / useful life of asset | ||||
$316,800 / 12 | ||||
$26,400 | ||||
Accumulated depreciation for 6 years = $26,400 * 6 | ||||
$158,400 | ||||
Book value = Total cost - Accumulated Depreciation of 6 years | ||||
$316,800 - $158,400 | ||||
$158,400 |
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