A new truck is purchased on January 1, 20X6. The truck cost $10,000, has a 5-year life, and a $2,000 residual value. Given a December 31 year-end, and use of the double-declining balance method, how much is 20X9 depreciation expense?

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Answer:

20X9 depreciation expense is $160

Explanation:

Under the straight-line method, useful life is 5 years, so the asset's annual depreciation will be 20%.

Under the double-declining-balance method the 20% straight line rate is doubled to 40% - multiplied times the Depreciable cost's book value at the beginning of the year.

In 20X6, depreciation expense = 40% x $10,000 = $4,000

At the beginning of the year 20X7, the truck cost's book value is $10,000-$4,000 = $6,000

In 20X7, depreciation expense = 40% x $6,000 = $2,400

In 20X8, depreciation expense = 40% x ($10,000 - $4,000 - $2,400) = $1,440

Accumulated depreciation at December 31 20X8 = $4,000 + $2,400 + $1,440 = $7,840

Book value at December 31 20X8 = $10,000 - $4,000 - $2,400 - $1,440 = $2,160

In 20X9, depreciation expense = $10,000 - $2,000 - $7,840 = $160

The 20X9 depreciation expense was $160 which is less than the actual $864 (40% of $2,160). It was done to keep the residual value as estimated ($2,000)

The depreciation expense for 2009 is $160.

Data and Calculations:

Cost of Truck on January 1, 2006 = $10,000

Estimated residual value = $2,000

Depreciable amount = $8,000

Depreciation rate = 40% (100/5 x 2)

Year     Depreciation                  Accumulated Depreciation   Net Book Value

2006    $4,000 ($10,000 x 40%)         $4,000                             $6,000

2007    $2,400 ($6,000 x 40%)             6,400                               3,600

2008     $1,440 ($3,600 x 40%)             7,840                                2,160

2009      $160 ($2,160 - $2,000)           8,000                              2,000

Thus, the depreciation expense for 2009 is only $160, which is the difference between the 2008 net book value and the estimated residual value.

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