In: Finance
(3 of 10)
A new piece of specialty equipment costs $2,000,000 and will be depreciated to an expected salvage value of $250,000 on a straight-line basis over its 5-year life. Assuming a tax rate of 40%, what is its after-tax salvage value if the equipment is actually sold after 3 years for $1,250,000?
$180,000
$500,000
$500,000
$1,130,000
$1,250,000
$1,130,000
| Step-1:Book Value of equipment at the end of year 3 | ||||||
| Cost | $ 20,00,000.00 | |||||
| Less accumulated depreciation for 3 years | $ 10,50,000.00 | |||||
| Book value of equipment at the end of year 3 | $ 9,50,000.00 | |||||
| Working: | ||||||
| Straight Line depreciation | = | (Cost - Salvage Value)/Useful life | ||||
| = | (2000000-250000)/5 | |||||
| = | $ 3,50,000.00 | |||||
| Accumulated depreciation for 3 years | = | $ 3,50,000.00 | * | 3 | ||
| = | $ 10,50,000.00 | |||||
| Step-2:Calculation of after tax salvage value at the end of 3 years | ||||||
| Sales | a | $ 12,50,000 | ||||
| Book value | b | $ 9,50,000 | ||||
| Profit on sale | c=a-b | $ 3,00,000 | ||||
| Tax on profit | d=c*40% | $ 1,20,000 | ||||
| Aftr tax salvage value | e=a-d | $ 11,30,000 | ||||