| Year | Opening | Depreciation | Closing |
|---|---|---|---|
| 1 | $ 100,000 | $ 18,000 | $ 82,000 |
| 2 | $ 82,000 | $ 18,000 | $ 64,000 |
| 3 | $ 64,000 | $ 18,000 | $ 46,000 |
| 4 | $ 46,000 | $ 18,000 | $ 28,000 |
| 5 | $ 28,000 | $ 18,000 | $ 10,000 |
When people talk about depreciation, they usually mean one simple idea: things you buy don’t stay worth the same forever. Buildings age, equipment wears out, and even well-maintained property slowly loses its accounting value over time.
The real confusion starts when someone asks, “How much value is lost each year?” That’s where most people get stuck — especially when taxes, accounting records, or long-term planning are involved.
This page is meant to help you understand that year-by-year loss clearly, not just calculate a number. Even if you never used the calculator above, the explanation here should still make sense and help you make better decisions.
In real life, depreciation is rarely about curiosity. It shows up when money decisions matter.
Property owners often need to know how much value they can claim as an expense each year. Business owners need to maintain proper records. Investors want to understand how depreciation affects long-term returns. Accountants need clean, auditable schedules.
A single “total depreciation” number is not enough in these situations. What matters is the path — how the value changes from one year to the next.
This calculation does not predict market value. It does not tell you what someone would pay for your property tomorrow.
Instead, it answers a more specific accounting question:
“Based on a fixed useful life, how much value is allocated as depreciation each year, and what value remains after each year?”
The output is a schedule — a simple timeline showing how the asset’s book value moves over time. Each row represents one year of ownership.
The calculator uses a straight-line approach, which is the most common and widely accepted method for property and asset depreciation.
Here’s the logic without any complicated formulas:
Each year shows:
Nothing more, nothing hidden.
Imagine you purchase a property for 100,000. You expect that after its useful life, it will still be worth 10,000.
You decide to depreciate it over 5 years.
That means 90,000 of value is spread evenly across 5 years.
Each year:
By the final year, the remaining value equals the salvage value — not zero.
Many users look at the table and focus only on the depreciation column. That’s a mistake.
The real insight comes from seeing all three values together.
If you’re using this for taxes, the depreciation amount matters most. If you’re using it for planning or reporting, the closing value is often more important.
Depreciation is simple in theory, but people often get it wrong in practice.
This calculator avoids complexity, but it assumes you provide sensible inputs.
Every calculation rests on assumptions. Ignoring them leads to wrong decisions.
This calculator assumes:
Real life can be messier than this. That’s not a flaw — it’s the nature of simplified models.
There are situations where a straight-line schedule is not appropriate.
In those cases, a more specialized calculation or professional advice is required.
This calculator is designed to be accurate within its assumptions. It does not guess, forecast, or manipulate outcomes.
It does not:
What it does provide is clarity — a clean, logical view of how depreciation unfolds over time.
A single depreciation figure answers a momentary question.
A schedule answers a planning question.
Seeing the full timeline helps you anticipate future values, understand past records, and make informed decisions without surprises.
That’s the real purpose of this calculation — not complexity, but understanding.