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The Declining Balance Depreciation Method is an accelerated depreciation system that records larger depreciation expenses during the asset’s earlier years. Due to increased initial usage and maintenance costs, assets lose value more quickly in the early years.
It is also known as the “Reducing-Balance Method“.
Under this method, an asset undergoes depreciation at a constant rate, which is applied to its declining book value each year, resulting in accelerated depreciation and higher values in the early years of the asset’s life.
Companies use this method for recording assets like computers, printers, cell phones, and other high-technology products that quickly become obsolete.
Declining Balance Depreciation = Current Book Value * Depreciation rate
where:
Current Book Value = Net Book Value – Residual Value
Step 1: Calculate the asset’s beginning book value. It is determined by subtracting the accumulated depreciation from the cost of the fixed asset.
Step 2: Then, determine the asset’s useful life and its salvage value.
Step 3: Subtract the estimated salvage value from the cost of the asset to find the total depreciable amount.
Step 4: Next, determine the annual depreciation expense by multiplying the asset’s book value by the depreciation rate.
Step 5: Finally, subtract Depreciation Expense from Book Value and get the new book value.
On April 1, 2011, Johnson Jenner Private Limited purchased equipment at the cost of $140,000.
The equipment is estimated to have a 5-year useful life. At the end of the 5th year, the salvage value will be $20,000.
Johnson Jenner Private Limited recognizes depreciation to the nearest whole month. Find the depreciation expenses for 2011, 2012, and 2013 using the 150 percent declining balance depreciation method.
Solution:
Asset’s Useful Life = 5 years ( given)
Straight-line depreciation rate = 1/5
= 20% per year
So,
Depreciation rate (150 percent declining balance depreciation method) = 20% * 150%
= 20% * 1.5
= 30% per year
The depreciation amounts are calculated as follows:
Depreciation = $140,000 * 30% * 9/12
= $31,500
Depreciation = ($140,000 – $31,500) * 30% * 12/12
= $32,550
Depreciation = ($140,000 – $31,500 – $32,550) * 30% * 12/12
= $22,785
Depreciation = ($140,000 – $31,500 – $32,550 – $22,785) * 30% * 12/12
= $15,950
Depreciation = ($140,000 – $31,500 – $32,550 – $22,785 – $15,950 )*30% *12/12
= $11,165
Depreciation = ($140,000 – $31,500 – $32,550 – $22,785 – $15,950 -$11,165 )*30% *12/12
= $7,815
Note: In order to maintain the book value the same as the salvage value, the depreciation for the Year 2016 must be taken as $6,051 but not $7,815.
$26,051 – $20,000 = $6,051 (here, depreciation stops)
Year | Book Value ( at the beginning) | Depreciation Rate | Depreciation Amount | Book Value ( at the end) |
2011 | $140,000 | 30% | $31,500 | $108,500 |
2012 | $108,500 | 30% | $32,550 | $75,950 |
2013 | $75,950 | 30% | $22,785 | $53,165 |
2014 | $53,165 | 30% | $15,950 | $37,216 |
2015 | $37,216 | 30% | $11,165 | $26,051 |
2016 | $26,051 | 30% | $6,051 | $20,000 |
Businesses must choose the appropriate depreciation method based on the asset, its planned use, and how technological advancements may affect its usefulness. The Declining Balance Depreciation Method works best with assets and equipment, like technological goods, that are likely to become outdated and worthless in a matter of years.