Solution
Crispy Fried Chicken
Straight Line Depreciation Schedule
Straight line depreciation schedule: |
||||||||
Date |
Asset Cost |
Depreciation for the year |
||||||
Depreciable Cost |
/ |
Depreciation Rate |
= |
Depreciation Expense |
Accumulated depreciation |
Book Value |
||
1/2/2018 |
$33,000 |
$33,000 |
||||||
12/31/2018 |
$27,000 |
/ |
25% |
= |
$6,750 |
$6,750 |
$26,250 |
|
12/31/2019 |
$27,000 |
/ |
25% |
= |
$6,750 |
$13,500 |
$19,500 |
|
12/31/2020 |
$27,000 |
/ |
25% |
= |
$6,750 |
$20,250 |
$12,750 |
|
12/31/2021 |
$27,000 |
/ |
25% |
= |
$6,750 |
$27,000 |
$6,000 |
Notes –
Asset cost = $33,000
Residual value = $6,000
Depreciable cost = 33,000 – 6,000 = $27,000
Useful life of the asset = 4 years
Depreciation rate = ¼ = 25%
For first year = 33,000 – 6,750 = $26,250
For second year = 33,000 – 13,500 = $19,500
For third year = 33,000 – 20,250 = $12,750
For fourth year = 33,000 – 27,000 = $6,000
Units of production depreciation method: |
||||||
calculation of depreciation expense per unit - |
||||||
(Asset Cost |
- |
residual value) |
/ |
estimated operating hours |
= |
depreciation per hour |
($33,000 |
- |
$6,000) |
/ |
6,750 hours |
= |
$4 per hour |
Depreciation schedule - units of production method: |
||||||
Date |
Asset Cost |
Depreciation for the year |
||||
$33,000 |
Depreciation per unit (hour) |
Number of hours |
Depreciation Expense |
Accumulated Depreciation |
Book Value |
|
1/2/2018 |
$33,000 |
$33,000 |
||||
12/31/2018 |
$4 |
675 hours |
$2,700 |
$2,700 |
$30,300 |
|
12/31/2019 |
$4 |
2,025 hours |
$8,100 |
$10,800 |
$22,200 |
|
12/31/2020 |
$4 |
2,700 hours |
$10,800 |
$21,600 |
$11,400 |
|
12/31/2021 |
$4 |
1,350 hours |
$5,400 |
$27,000 |
$6,000 |
Note:
For first year = $4 x 675 hrs = $2,700
Second year = $4 x 2,025 hrs = $8,100
Third year = $4 x 2,700 hrs = $10,800
Fourth year = $4 x 1,350 hrs = $5,400
First year = 33,000 – 2,700 = $30,300
Second year = 33,000 – 10,800 = $22,200
Third year = 33,000 – 21,600 = $11,400
Fourth year = 33,000 – 27,000 = $6,000
Depreciation schedule using the double-declining-balance method: |
||||||||
Date |
Asset Cost |
Depreciation for the year |
||||||
1/2/2018 |
$33,000 |
Book Value |
x |
DDB Rate |
Depreciation Expense |
Accumulated Depreciation |
Book Value |
|
12/31/2018 |
$15,000 |
50% |
$16,500 |
$16,500 |
$16,500 |
|||
12/31/2019 |
$16,500 |
x |
50% |
= |
$8,250 |
$24,750 |
$8,250 |
|
12/31/2020 |
$8,250 |
= |
$2,250 |
$27,000 |
$6,000 |
|||
12/31/2021 |
$6,000 |
$0 |
$27,000 |
$6,000 |
Notes –
First year = 33,000 x 50% = $16,500
Second year = 16,500 x 50% = $8,250
Third year = 8,250 x 50% = 4,125
Though the depreciation expense for Year 3 comes to $4,125, it would make book value to fall below the residual value of $6,000. Hence, the depreciation expense in Year 3 is limited to $750 (8,250 – 6,000 = 2,250).
Likewise, depreciation expense of year 4 is zero as the asset cannot be depreciated beyond its residual value.
Year 1 = 33,000 – 16,500 = $16,500
Year 2 = 33,000 – 24,750 = $8,250
Year 3 = 33,000 – 27,000 = $6,000
Year 4 33,000 – 27,000 = 6,000
2. The units of production method tracks the equipment's wear and tear more closely.
Explanation: the method calculates depreciation expense based on the number of hours of use of equipment and hence provides accurate measure of wear and tear of the equipment.
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