An accountant needs to calculate depreciation on a $55,000 vehicle that has a 5-year useful life and $8,000 salvage value, using three different methods to advise their client on which produces the best tax outcome in the early years.
Straight-line: (Cost − Salvage) ÷ Useful life
Declining balance: Book value × Depreciation rate%
SYD: Remaining life ÷ Sum of years digits × (Cost − Salvage)
Straight-line gives equal deductions each year. Declining balance front-loads deductions — better for tax in early years. Always confirm with your accountant or the ATO.
1 What this calculator does
Calculates annual depreciation using three methods: straight-line (equal annual amounts), declining balance (fixed percentage of book value), and sum-of-years-digits (front-loaded acceleration). Shows Year 1, Year 2 and Year 3 depreciation amounts and book value after Year 1.
2 Formula & professional reasoning
Straight-line: Annual depreciation = (Cost - Salvage) / Useful life
Declining balance: Year t depreciation = Book value at start of year x Rate%
Book value reduces each year as depreciation is applied
Sum-of-years-digits: Year t = (Remaining life / Sum of years) x (Cost - Salvage)
Sum of years = n(n+1)/2 where n = useful life
Straight-line depreciation is the simplest -- equal amounts each year. Declining balance front-loads depreciation, recognising that assets lose more value in early years (a new car loses 15-20% in year 1 vs much less in year 8). Sum-of-years-digits is another accelerating method -- mathematically derived to front-load without requiring a specified percentage rate. For tax purposes in Australia (Div 43 building allowance, Div 40 plant and equipment), the ATO has specific effective lives and methods -- this calculator is for financial reporting purposes.
3 Worked examples
⚠️ Illustrative example only — not clinical or professional instruction.
Depreciable amount: $55,000 - $8,000 = $47,000 | Annual: $47,000 / 5 = $9,400/yr | Book value after yr 1: $55,000 - $9,400 = $45,600Year 1: $55,000 x 0.30 = $16,500 | Book value: $38,500 | Year 2: $38,500 x 0.30 = $11,550 | Book value: $26,950 | Year 3: $26,950 x 0.30 = $8,085Sum = 5(5+1)/2 = 15 | Year 1: (5/15) x $47,000 = $15,667 | Year 2: (4/15) x $47,000 = $12,533 | Year 3: (3/15) x $47,000 = $9,4004 Sanity check
5 Common errors
| Error | Cause | Consequence | Fix |
|---|---|---|---|
| Using the same depreciation for tax and financial reporting without checking ATO requirements | Assuming one method works for both purposes | Either overstating or understating the tax deduction | AASB 116 non-compliance | Financial reporting depreciation follows AASB 116 (using expected useful life and pattern of consumption). Tax depreciation follows ATO effective life tables (Div 40 for plant and equipment). They are separate calculations. |
| Not including a salvage value in straight-line calculations | Depreciating to zero when an asset will have residual value | Depreciation overstated in the books | Asset book value falls below actual residual value | Straight-line depreciable amount = Cost minus salvage value. Do not depreciate an asset below its estimated salvage value. |
| Using declining balance at an arbitrary rate without reference to ATO effective life | Choosing 30% or 20% without a basis | Depreciation rate not supportable for tax purposes | For tax purposes, use the ATO's prescribed effective life or the Commissioner's determination. The diminishing value rate = 200% / effective life years. |
| Not writing off an asset when it is disposed of or written down | Leaving assets on the books after disposal or damage | Assets overstated on the balance sheet | Depreciation charged on assets no longer owned | When an asset is sold, scrapped or written off, remove both the cost and accumulated depreciation from the books and recognise any gain or loss on disposal. |
6 Reference & regulatory links
7 Professional workflow
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