Double Declining Balance Depreciation Calculator
Calculate accelerated depreciation using the 200% declining balance method with a detailed schedule
Calculation Parameters
Depreciation Schedule
| Year | Book Value Start | Depreciation % | Depreciation Expense | Accumulated Depreciation | Book Value End |
|---|---|---|---|---|---|
| Enter values and click Calculate to see depreciation schedule | |||||
Double Declining Balance Depreciation Calculator
Double Declining Balance Depreciation Calculator helps you calculate accelerated depreciation for assets using the double declining balance method — also known as the 200% declining balance method. This approach allows businesses to write off a larger portion of an asset’s value in the early years of its useful life. It’s especially useful for assets that lose value faster during initial years such as vehicles, machinery, and equipment.
With this calculator, you can generate a full depreciation schedule, print it, and adjust for various accounting conventions such as Full-Month, Mid-Month, Mid-Year, and Mid-Quarter.
What Is Double Declining Balance Depreciation?
The Double Declining Balance (DDB) method is an accelerated depreciation technique. Instead of spreading depreciation evenly over the asset’s useful life, it applies a higher depreciation rate early on and reduces it over time.
This method doubles the straight-line depreciation rate, meaning the asset’s value decreases faster initially and slower in later years. The idea is that many assets deliver greater productivity in early years and gradually wear out.
For comparison, if you want a simpler linear reduction each year, you can use the Straight Line Depreciation Calculator.
How the Double Declining Balance Method Works
The DDB method ignores the salvage value during annual depreciation calculations until the end of the asset’s life. However, depreciation is adjusted in the final year to ensure the asset’s book value never drops below its salvage value.
Here’s how it works step by step:
- Find the straight-line depreciation percent
Formula:Straight-Line Depreciation Percent = 100% / Useful Life - Double it to get the DDB rate
Formula:Depreciation Rate = 2 × Straight-Line Depreciation Percent - Calculate depreciation for each period
Formula:Depreciation Expense = Depreciation Rate × Book Value at Beginning of Period
Each year, the book value decreases as accumulated depreciation grows.
If the first year is partial (for example, the asset was placed in service mid-year), the depreciation rate is adjusted accordingly.
Example for a partial first year:
First Year Rate = (M/12) × Depreciation RateLast Year Rate = (12-M)/12 × Depreciation Rate
Example of Double Declining Balance Depreciation
Let’s see how this works in a real scenario:
Asset Cost: $1,750,000
Salvage Value: $10,000
Useful Life: 10 years
- Straight-Line Depreciation Percent = 100% / 10 = 10%
- Double Declining Rate = 2 × 10% = 20%
Now calculate each year’s depreciation:
- Year 1: 20% × $1,750,000 = $350,000
- Year 2: 20% × ($1,750,000 – $350,000) = $280,000
- Year 3: 20% × ($1,750,000 – $630,000) = $224,000
…and so on, until the book value approaches the salvage value.
This method frontloads depreciation, showing a faster decline in the early years.
If you prefer to calculate depreciation using a flexible rate (other than 200%), you can use the Declining Balance Depreciation Calculator.
Depreciation Schedule Example
Below is a sample depreciation schedule for an asset worth $575,000, with a $5,000 salvage value and 10-year useful life, using the Full-Month Convention.
| Year | Book Value Start | Depreciation % | Depreciation Expense | Accumulated Depreciation | Book Value End |
|---|---|---|---|---|---|
| 2011 | $575,000 | 8.33% | $47,917 | $47,917 | $527,083 |
| 2012 | $527,083 | 20.00% | $105,417 | $153,333 | $421,667 |
| 2013 | $421,667 | 20.00% | $84,333 | $237,667 | $337,333 |
| 2014 | $337,333 | 20.00% | $67,467 | $305,133 | $269,867 |
| 2015 | $269,867 | 20.00% | $53,973 | $359,107 | $215,893 |
| 2016 | $215,893 | 20.00% | $43,179 | $402,285 | $172,715 |
| 2017 | $172,715 | 20.00% | $34,543 | $436,828 | $138,172 |
| 2018 | $138,172 | 20.00% | $27,634 | $464,463 | $110,537 |
| 2019 | $110,537 | 20.00% | $22,107 | $486,570 | $88,430 |
| 2020 | $88,430 | 20.00% | $17,686 | $504,256 | $70,744 |
| 2021 | $70,744 | 11.67% | $8,253 | $512,510 | $62,490 |
This schedule demonstrates how the annual depreciation gradually decreases while accumulated depreciation rises, reducing the book value each year.
Accounting Conventions for Depreciation
Different accounting conventions control how depreciation is distributed during the first and last year. These conventions help align depreciation with how long an asset has been in service during a fiscal period.
- Full-Month Convention:
The asset is treated as active for the entire month it’s placed in service.
Example: Asset placed in October → counts for 3 months (Oct–Dec). - Mid-Month Convention:
Depreciation begins at the midpoint of the month.
Example: Asset placed in October → 2.5 months counted. - Mid-Year Convention:
First and last years get 6 months of depreciation each. - Mid-Quarter Convention:
Based on the quarter asset is placed in service: 1.5, 4.5, 7.5, or 10.5 months.
When calculating depreciation, select the convention that aligns with your fiscal reporting system. You can explore other depreciation types and conventions in the Depreciation Calculators Index.
Double Declining Balance Depreciation Formula Recap
To summarize the key equations used in DDB:
Straight-Line Rate = 100% / Useful LifeDDB Rate = 2 × Straight-Line RateDepreciation Expense = DDB Rate × Book Value at Beginning of Period- Adjust for partial year if necessary:
First Year Rate = (Months in Service ÷ 12) × DDB Rate
These simple formulas make it easy to verify your calculator results or run quick manual checks.
Excel Function Equivalent
If you’re using Microsoft Excel for your accounting work, the built-in function equivalent to this calculator is:
=DDB(cost, salvage, life, period, factor)
- cost: initial asset cost
- salvage: residual value
- life: total useful life in periods
- period: specific year or month for calculation
- factor: rate multiplier (defaults to 2 for double declining)
This formula provides flexibility to calculate depreciation manually within spreadsheets.
Why Use the Double Declining Method?
Businesses often choose the DDB method for the following reasons:
- Tax benefits: Higher depreciation in early years lowers taxable income initially.
- Realistic asset valuation: Reflects faster wear and obsolescence for technology-heavy equipment.
- Financial reporting alignment: Matches expense recognition with actual asset usage.
However, because it frontloads depreciation, it may reduce reported net income in early years — something to keep in mind for presentation or lending purposes.
Calculate Depreciation with Ease
The Double Declining Balance Depreciation Calculator simplifies complex accounting formulas and lets you create detailed schedules instantly. Just input cost, salvage value, useful life, and convention — and it calculates each year’s depreciation automatically.
If you’re comparing depreciation methods, you can also try:
Both tools complement the double declining balance method and help you choose the most appropriate approach for your accounting strategy.
The Double Declining Balance method provides a fast, realistic view of how assets lose value over time. Whether you manage corporate assets or small business equipment, using this calculator ensures accuracy and compliance with standard accounting practices.
