On January 1, 2013, the Excel Delivery Company purchased a delivery van for $52,
ID: 2447443 • Letter: O
Question
On January 1, 2013, the Excel Delivery Company purchased a delivery van for $52,000. At the end of its five-year service life, it is estimated that the van will be worth $4,000. During the five-year period, the company expects to drive the van 150,000 miles.
Calculate annual depreciation for the five-year life of the van using each of the following methods. (Do not round intermediate calculations.)
DOUBLE DECLINING BALANCE
2013 ?
2014?
2015?
2016?
2017?
UNITS OF PRODUCTION USING MILES AS A MEASURE OF OUTPUTAND THE FOLLOWING ACTUAL MILEAGE
YEAR MILEAGE DEPRECIATION
2013 31,000 ?
2014 33,000 ?
2015 44,000 ?
2016 29,000 ?
2017 30,000 ?
2013
Required:
Calculate annual depreciation for the five-year life of the van using each of the following methods. (Do not round intermediate calculations.)
DOUBLE DECLINING BALANCE
2013 ?
2014?
2015?
2016?
2017?
UNITS OF PRODUCTION USING MILES AS A MEASURE OF OUTPUTAND THE FOLLOWING ACTUAL MILEAGE
YEAR MILEAGE DEPRECIATION
2013 31,000 ?
2014 33,000 ?
2015 44,000 ?
2016 29,000 ?
2017 30,000 ?
2013
Explanation / Answer
The double declining balance formula is:
Double-declining balance (ceases when the book value = the estimated salvage value)
2 × Straight-line depreciation rate × Book value at the beginning of the year
A variation on this method is the 150% declining balance method, which substitutes 1.5 for the 2.0 figure used in the calculation. The 150% method does not result in as rapid a rate of depreciation at the double declining method.
Depreciation as per mileage
Year Net book value, beginning of year Double-declining balance depreciation computed as 2 × SL rate × beginning Book value Net book value, end of year 1 $52,000 $20,800 $60,000 2 31,200 $12,480 36,000 3 18,720 $7,488 21,600 4 11,232 $4,493 12,960 5 6,739 $2,739 $4000 salvage value Total $48,000Related Questions
drjack9650@gmail.com
Navigate
Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.