Straight-Line Declining Balance Double Declining Variable DB
SYD Sum of Years Digits
Comparison Comparison of Depreciation Methods
Guide Depreciation Financial Description Guide
Game Depreciation Game

🎯 What is Fixed Declining Balance?

The Fixed Declining Balance (DB) method is an accelerated depreciation technique that applies a fixed rate to the declining book value each period. It’s provides higher deductions in the early-years of an asset. It applies a constant rate to a reducing book value each year

=DB(cost, salvage, life, period, [month])
💡 Key Features:
Fixed depreciation rate applied each period
Rate applied to declining book value
Higher depreciation in early years
Optional month parameter for partial first year
Must specify period for each calculation
⚠️ Important Note: If salvage value is set to $0, the asset will fully depreciate in the first year with the DB method. Always use a salvage value greater than zero!

🧮 Interactive DB Calculator

Basic Calculator
With Month Option
Calculate DB Depreciation 🚀
Example: If purchased in May, enter 8 (May-December = 8 months)
Calculate DB with Month Option 🚀

📗 Using Excel’s DB Function

Excel spreadsheet showing DB function for declining balance depreciation
=DB(cost, salvage, life, period, [month])
ArgumentDescription
costOriginal cost of the asset
salvageValue at end of useful life (must be > 0)
lifeUseful life in periods
periodSpecific period to calculate (1, 2, 3…)
[month]Optional: Months in first year (default: 12)

📚 Exercise 1: Basic DB Method

Equipment costs $50,000, salvage $2,000, life 5 years.

1 Create worksheet: Make a new sheet named “DB”
2 Enter data: Cost in B2, Salvage in B3, Life in B4, Years 1-5 in A7-A11
3 DB Formula in B7: =DB($B$2,$B$3,$B$4,A7) then press Ctrl+Enter
4 Copy down: Drag B7 through B11
5 Book Value C7: =B2-B7 (Cost minus first year depreciation)
6 Book Value C8: =C7-B8 (Previous book value minus current depreciation)
7 Copy down: Drag C8 through C11
Show Solution 🔍

📚 Exercise 2: DB with Month Parameter

Bulldozer purchased in May for $75,000, life 5 years, salvage $5,000. Calculate 8 months (May-Dec) for Year 1, then full years.

1 Create worksheet: New sheet named “FDB”
2 Enter data: Cost $75,000 in B2, Salvage $5,000 in B3, Life 5 in B4
3 DB Formula in B7: =DB($B$2,$B$3,$B$4,A7,8)
The “8” represents 8 months (May through December)
4 Copy formula: Drag through B12 (6 rows for 5 full years + partial)
5 Book Values: C7: =B2-B7, C8: =C7-B8, copy down
Show Solution 🔍
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