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Computing Depreciation Expense Equipment costing $290,000, with an expected scra

ID: 2489080 • Letter: C

Question

Computing Depreciation Expense Equipment costing $290,000, with an expected scrap value of $30,000 and an estimated useful life of 5 years, was purchased on January 1, 2012. Calculate the depreciation expense for years 2012 to 2016 using: (a) the straight-line method and (b) the double-declining-balance method. Cost of Equipment $                   290,000 Salvage Value $                     30,000 5 year depreciation schedule Straight-line depreciation Depreciation Expense Accumulated Depreciation Net Book Value (Cost of Asset less Accum. Dep) 2012 2013 2014 2015 2016 Double Declining depreciation [2/5 = 40%] Depreciation Expense Accumulated Depreciation Net Book Value (Cost of Asset less Accum. Dep) Hint: You do not include salvage value in your calculation Subsequent Year Depreciation is based off of Net Book value Do not depreciate asset below cost less salvage value 2012 2013 2014 2015 2016 Which method is typically preferred for: (a) income tax purposes? (b) financial reporting purposes? Computing Depreciation Expense Equipment costing $290,000, with an expected scrap value of $30,000 and an estimated useful life of 5 years, was purchased on January 1, 2012. Calculate the depreciation expense for years 2012 to 2016 using: (a) the straight-line method and (b) the double-declining-balance method. Cost of Equipment $                   290,000 Salvage Value $                     30,000 5 year depreciation schedule Straight-line depreciation Depreciation Expense Accumulated Depreciation Net Book Value (Cost of Asset less Accum. Dep) 2012 2013 2014 2015 2016 Double Declining depreciation [2/5 = 40%] Depreciation Expense Accumulated Depreciation Net Book Value (Cost of Asset less Accum. Dep) Hint: You do not include salvage value in your calculation Subsequent Year Depreciation is based off of Net Book value Do not depreciate asset below cost less salvage value 2012 2013 2014 2015 2016 Which method is typically preferred for: (a) income tax purposes? (b) financial reporting purposes?

Explanation / Answer

Straight line method:

Depreciation

C-S/N

290000-30000/5

52000

Depreciation as per the straight line method

Years

Opening

Depreciation Expense

Accumulated Depreciation

Salvage value

Net Book Value

2012

          2,90,000

52000

52000

0

                2,38,000

2013

          2,38,000

52000

104000

0

                1,86,000

2014

          1,86,000

52000

156000

0

                1,34,000

2015

          1,34,000

52000

208000

0

                    82,000

2016

              82,000

52000

260000

30000

                             -  

Double decline method:

Depreciation rate = (1/useful life) x 200%
= 1/5 x 200% = 20% x 2 = 40%

Year

Opening

Depreciation Rate

Depreciation

Accumulated Depreciation

Book Value

1

               2,90,000

40%

    1,16,000

       1,16,000

1,74,000

2

       1,74,000

40%

       69,600

       1,85,600

1,04,400

3

       1,04,400

40%

       41,760

       2,27,360

    62,640

4

         62,640

40%

       25,056

       2,52,416

    37,584

5

         37,584

40%

7584(*)

       2,60,000

    30,000

(*) depreciation stops when book value = residual value

Depreciation amount for year 5
= beginning book value x depreciation rate
= $37,584 x 40% = $15,034 ??

For year 5, depreciation amount will not be $15,034.

If $15,034 is depreciated,
--> book value = $37,584 - $15,034 = $22,550
--> book value < residual value

Depreciation stops when book value = residual value
--> depreciation amount for year 5 = $7,584
--> book value = $37,584 - $7,584 = $30,000

Answer:

A) For income tax purpose we prefer double decline method.

B) For financial reporting purpose we prefer straight line method.

Depreciation

C-S/N

290000-30000/5

52000

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