Car Depreciation
Rough value after compound annual depreciation with a condition factor.
About this calculator
Vehicles lose value every year, and this calculator models that loss as compound annual depreciation -- the same mechanism as compound interest, just working in reverse. Each year, the vehicle's current value (not its original purchase price) is reduced by the depreciation rate, so later years lose fewer absolute dollars than earlier years even at a constant percentage rate, because the base amount being depreciated keeps shrinking. The condition factor lets you adjust the effective depreciation rate up or down from that baseline: a factor below 1.0 represents a well-maintained, low-mileage vehicle depreciating more slowly than average, while a factor above 1.0 represents a higher-mileage or harder-used vehicle depreciating faster.
The calculator multiplies the annual depreciation percentage by the condition factor before compounding, so the two work together rather than independently -- a high base depreciation rate combined with a high condition factor compounds into a much faster overall value decline than either alone. Because depreciation compounds continuously with vehicle age (including fractional years, not just whole years), a car's estimated value can be computed for a mid-year age like 2.5 years just as reliably as for a clean whole-year age. This is a simplified model for rough estimation and comparison -- actual resale and trade-in values depend heavily on make, model, mileage, market conditions, and vehicle history beyond what a single depreciation rate can capture.
Inputs
Results
Est. value
$14,199.00
≈ 7 gaming PCs
How to Use This Calculator
- Enter the Purchase Price — the original price you paid or the vehicle's MSRP.
- Set Vehicle Age (Years) to how old the car is now.
- Adjust Annual Depreciation % — the default 15%/year is a reasonable average for most vehicles.
- Set Condition Factor: below 1.0 for well-maintained vehicles, above 1.0 for high-mileage or rough condition.
- Review Est. Value (current market value), Total Depreciation, and Value Retained % to inform buy, sell, or trade-in decisions.
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How the result changes with Purchase price
| Purchase price | Est. value |
|---|---|
| $1,000,000.00 | $443,705.00 |
| $3,500,000.00 | $1,552,969.00 |
| $6,500,000.00 | $2,884,085.00 |
| $9,000,000.00 | $3,993,348.00 |
What each input means
- Purchase price
- Original purchase or MSRP baseline.
- Vehicle age (years)
- Years since purchase.
- Annual depreciation %
- Typical first-years curve simplified.
- Condition factor
- <1 better condition; >1 harder use.
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersPurchase price = 32000, Vehicle age (years) = 5, Annual depreciation % = 15, Condition factor = 1 = 4 input(s) provided
- Calculate Est. valueEst. value = Math14199 = $14,199
- Calculate Total depreciation17801 = $17,801
- Calculate Value retained %44.4 = 44.4%
Engine last updated . Checked against 3 independently-derived tests — how we verify calculators.
Frequently Asked Questions
Why does a vehicle lose fewer dollars in later years even at the same depreciation percentage?
Because depreciation compounds on the vehicle's CURRENT value each year, not its original purchase price. As the value shrinks year over year, the same percentage rate applies to a smaller base amount, so the absolute dollar loss shrinks even though the percentage rate stays constant -- this is standard compound decay behavior, the mirror image of compound interest growth.
How does the condition factor interact with the annual depreciation percentage?
The condition factor multiplies directly against the annual depreciation percentage before compounding, so they combine rather than acting separately. A condition factor of 1.2 on a 15% base rate produces an effective 18% annual depreciation rate, compounded over the vehicle's age -- meaning a poorly maintained vehicle depreciates meaningfully faster than the base rate alone would suggest.
Does entering a fractional vehicle age, like 2.5 years, give a reasonable estimate?
Yes -- the calculator compounds depreciation continuously with age rather than only at whole-year boundaries, so a 2.5-year-old vehicle is estimated partway between the 2-year and 3-year values rather than being rounded up or down to the nearest whole year.
What does a condition factor of exactly 1.0 represent?
A condition factor of 1.0 is the neutral baseline -- it leaves the entered annual depreciation percentage unchanged, representing an average-condition vehicle that depreciates at exactly the rate you entered, neither faster (condition factor above 1.0) nor slower (below 1.0) than that baseline assumption.
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