Skip to content
FinToolSuite
Updated 2026-09-03 · Major Purchases · Educational use only ·
Privacy

New vs Used Car Calculator

5-year total cost comparison of a new car vs a used equivalent

Compare the total cost of a new car and a used equivalent over the years you plan to keep it, covering depreciation and maintenance for each.

What this tool does

This calculator compares what a new car and a used equivalent cost to own across a period you choose. It takes both purchase prices, an annual depreciation rate for each, annual maintenance for each, and the years of ownership. Depreciation is compounded on the falling value rather than charged as a flat share of the original price, so a 15% rate over five years costs 55.6% of the price rather than 75%. Maintenance is added as a flat annual figure. The two totals are compared and the result is the gap between them, labelled with whichever option is cheaper. Purchase prices move the answer most, since depreciation is a percentage of them, followed by the depreciation rates, which compound over the hold. The comparison covers depreciation and maintenance only: fuel, insurance, taxes, finance interest and the risk of an unexpected repair all sit outside it, and nothing is discounted. It illustrates the trade between a higher price with slower running costs and a lower price with faster ones.

Quick answer: with the default values, the result is $8,461.09 (Used — Cheaper Over Period). Adjust the values below for your own figures.


Enter Values

People also use

Formula Used
Total cost of one option over the period
Purchase price of that option
Annual depreciation rate as a decimal, applied to the remaining value each year
Annual maintenance cost for that option
Years of ownership

Disclaimer

Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.

Depreciation is the headline cost

The cash price is not the cost. What a car costs to own is the value it loses while you have it, plus what you spend keeping it running. This calculator applies a constant annual depreciation rate to each option, compounding on the falling value rather than on the original price, and adds a flat annual maintenance figure. At the defaults, a 35,000 new car losing 15% a year gives up 55.6% of its value over five years, or 19,470. A 22,000 used car losing 10% a year gives up 41.0%, which is 9,009. The used car sheds a smaller share of a smaller number, and that gap is most of the answer.

Maintenance trades the other way

Newer cars usually sit inside a manufacturer warranty and cost less to keep on the road; older ones do not. The defaults put that at 300 a year against 700, so over five years maintenance costs 1,500 for the new car and 3,500 for the used one, closing 2,000 of the depreciation gap. The model holds each figure flat for the whole period, which is a simplification: a new car's maintenance is near zero under warranty and rises once cover ends, while a used car's tends to climb with age. Running the two extremes and comparing gives a better sense of the range than any single figure. On the defaults, used maintenance would have to reach 2,392 a year before the new car came out cheaper overall.

Where used usually comes out ahead

Buying two or three years into a car's life transfers the steepest part of the depreciation curve to the first owner. The defaults model that as a 37% lower purchase price, which produces a five-year total cost of 12,509 against 20,970, or 40% less. The economics of that gap are studied rather than folk wisdom: Hendel and Lizzeri model how buyers self-select between new and used durable goods and show that used markets stay large even where the seller knows more about the car than the buyer does. The same authors examine how leasing contracts feed used markets, which is where much of the two-to-three-year-old supply comes from. The gap narrows where the model on offer holds its value unusually well, where a new car carries a heavy discount, or where a long warranty is bundled in.

A worked example

The defaults are a 35,000 new car against a 22,000 used one, depreciating at 15% and 10% a year, with maintenance of 300 and 700 a year over five years. New: 19,470 of depreciation plus 1,500 of maintenance is 20,970. Used: 9,009 of depreciation plus 3,500 of maintenance is 12,509. The used route is cheaper by 8,461.09 across the period. Stretch the hold to ten years and the gap widens to 9,780, because the new car keeps losing value from a higher base.

What moves the number most

All seven inputs feed the result: New Car Price, Used Car Price, New Annual Depreciation, Used Annual Depreciation, New Annual Maintenance, Used Annual Maintenance and Ownership Period. The two prices dominate, because depreciation is charged as a percentage of them. The depreciation rates come next, and they compound, so a point of difference matters more the longer the hold. Maintenance is linear and therefore the mildest lever per unit changed, though over a long ownership period it accumulates enough to swing a close comparison.

The formula behind this

Depreciation over the period is price multiplied by one minus the remaining-value factor, where that factor is one minus the annual rate raised to the number of years. Maintenance is the annual figure multiplied by the years. Each option's total is the sum of the two, and the result is the difference between the totals, labelled with whichever is lower. Nothing is discounted, so a cost in year five weighs the same as one in year one.

What sits outside the comparison

Fuel or charging, insurance, road taxes, tyres and unscheduled repairs are all absent, which is defensible only where they are similar across the two options. Finance is absent too, and it rarely is similar: subsidised manufacturer rates on new cars and higher rates on used ones can move a comparison this close. The model also assumes the car is sold at the end of the period at exactly the depreciated value, with no allowance for condition, mileage or the state of the market on the day. Nor does it price the risk difference: a used car carries a wider spread of possible repair bills than a warranted new one, and the calculator shows a single expected figure rather than that spread.

Beyond the money

A car is not only a cash-flow decision. Reliability, safety equipment that only appears on newer models, the time cost of arranging repairs, and simply wanting the thing all count, and none of them appear here. The value in the figure is that it makes the money side explicit, so a decision to pay more anyway is made knowingly rather than by accident.

Example Scenario

Across 5 years of ownership, the gap between the new and used totals is $8,461.09.

Inputs

New Car Price:$35,000
Used Car Price (2-3 yr old):$22,000
New Annual Depreciation:15%
Used Annual Depreciation:10%
New Annual Maintenance:$300
Used Annual Maintenance:$700
Ownership Period:5 yrs
Expected Result$8,461.09
Expected Result breakdown
New Total Cost (5yr)$20,970.31
Used Total Cost (5yr)$12,509.22
New Depreciation$19,470.31
Used Depreciation$9,009.22

This example uses sample figures for illustration. Adjust the inputs above to match a specific situation and see how the result changes.

Sources & Methodology

Methodology

Depreciation for each option is the purchase price multiplied by one minus the remaining-value factor, where the factor is one minus the annual depreciation rate raised to the power of the ownership years. This is a declining-balance model: each year the rate applies to the value left, not to the original price, so a 15% rate over five years consumes 55.6% of the price rather than 75%. Maintenance is the annual figure multiplied by the years, held flat rather than escalating with age or stepping up when a warranty ends. Each option's total cost is depreciation plus maintenance, and the reported figure is the absolute difference between the two totals, with the label naming the cheaper option. The model assumes the vehicle is disposed of at exactly its depreciated value, applies no discounting, and excludes fuel or charging, insurance, road taxes, registration, tyres, unscheduled repairs, finance interest, and any difference in the variance of repair costs between a warranted and an unwarranted car. Depreciation rates are user inputs rather than built-in assumptions, so the calculation holds across markets and vehicle types. Results are an illustration of two cost paths, not a valuation of any particular vehicle.

Frequently Asked Questions

Why is used annual depreciation lower?
Two reasons, and the model captures both. The first is the base: a percentage of a 22,000 car is a smaller amount than the same percentage of a 35,000 one. The second is the shape of the curve. Depreciation is steepest in the first year or two of a car's life, when it stops being new, and flattens once the car is a few years old, so a car bought at two or three years old is past the fastest stretch. That is why the tool takes separate rates for the two options rather than applying one rate to both.
What about interest on a loan?
Not modelled, and it can matter more than the maintenance difference. New-car finance is often subsidised by the manufacturer, while used-car finance is usually priced off ordinary lending rates, so the two options rarely borrow on the same terms. A comparison for two financed purchases needs the total interest on each loan added to the totals the calculator gives. Where one option is bought outright and the other financed, the cash purchase also gives up whatever the money would have earned elsewhere.
Does this handle CPO (certified pre-owned) differently?
Not automatically. A certified pre-owned car usually comes with an extended warranty, which puts its running costs closer to a new car than to an ordinary used one, and it usually costs more than an equivalent uncertified car. Entering the certified price along with a maintenance figure nearer the new-car number in the Used Annual Maintenance field models it reasonably well. The depreciation rate stays the used-car one, since the car is the same age either way.
What about insurance differences?
Not modelled separately. Premiums usually differ less between a new car and a two or three year old version of the same model than between different models, because the rating depends heavily on the vehicle type, the driver and the location rather than on age alone. Where the difference is material, adding it to the annual maintenance figure for each option keeps the comparison consistent, since both are treated as flat annual costs.

Related Calculators

More Major Purchases Calculators

Explore Other Financial Tools

Spotted something off?

Calculations or display — let us know.