Jane V.

asked • 02/17/16

The question is down below... I really don't understand. Please show work and answer.

On federal income tax returns, self-employed people can depreciate the value of business equipment. Suppose a computer valued at $2765 depreciate at a rate of 30% per year. Estimate the number of years it will take for the computer's value to be less than $350

David W.

Important note:  Do not get Income Tax advice from this forum; seek the advice of a professional.
 
Eric correctly describes "30% per year" depreciation.  For each year, this-year's value is 30% less than last year's value.  This may be computed using a table (this is simple with spreadsheet software) or using a formula (much like the interest formula).
 
Marlene is correct only in the case of "straight-line" depreciation  (note: much detail about MARCS and GAAP and starting dates and ... in IRS publications and TurboTax and others).
 
The category of "business equipment," the useful life and the residual value is determined by the IRS, not the company.
 
That being said, treat this as a math "word problem" and use "30% per year" depreciation.
 
If this is a real tax problem, PLZ seek professional advice elsewhere (you really don't want to be audited regarding this).
 
Just f.y.i, the tax code includes much more than depreciation -- there are repairs/enhancements,
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02/17/16

1 Expert Answer

By:

Eric C.

tutor
Hi Marlene.
 
If it depreciates 30% per year, wouldn't you take 30% from its current value at the end of each year, not its original value every time?
 
So in this example:
 
The computer's original value is $2765. It loses 30% by the end of the year.
 
$2765 * 0.30 = $829.50
 
So your computer's value after year 1 would be:
 
$2765 - $829.50 = $1935.50
 
If it then depreciates by 30% again, it would lose:
 
$1935.50 * 0.30 = $580.65
 
So its new value at the end of year 2 is:
 
$1935.50 - $580.65 = $1354.85
 
This is different from your approach, where you take 30% from its original value every round, whereas in this approach it loses 30% from its value at the end of each year.
 
If it then this loses another 30% from its new value:
 
$1354.85 * 0.30 = $406.46
 
Leaving at the end of year 3:
 
$1354.85 - $406.46 = $948.39
 
End of year 4:
 
$948.39 - $948.39*0.30 = $663.88
 
End of year 5:
 
$663.88 - $663.88*0.30 = $464.72
 
End of year 6:
 
$464.72 - $464.72*0.30 = $325.30
 
So it actually takes 6 years to drop below $350 in value. Is this more appropriate or did I misunderstand?
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02/17/16

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