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Updated 2026-09-03 · Major Purchases · Educational use only ·
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Electric Car vs Petrol Calculator

How long the fuel saving takes to cover the EV premium

See how long an electric car takes to recover its purchase premium through cheaper fuel, from your mileage and your own fuel and electricity prices.

What this tool does

This calculator estimates how long an electric car takes to recover its purchase premium through cheaper fuel. It works out annual petrol cost from your mileage, a fixed 30 miles per imperial gallon and the price per litre you enter, then annual electricity cost from the same mileage, a fixed 4 miles per kWh and the rate you enter in hundredths of your currency. The difference is the annual saving, and the premium between the two purchase prices divided by that saving is the break-even in years. On the example figures, a 10,000 premium against a 2,023.05 annual saving breaks even at 4.9 years, with 10,115.23 saved over five. Mileage and the gap between the two energy prices move the answer most, close to proportionally. Both efficiency figures are fixed rather than entered, so a thriftier petrol car or a heavier EV cannot be modelled directly, and the calculation covers fuel only: maintenance, tax, insurance, depreciation, charger installation and incentives are all excluded.

Quick answer: with the default values, the result is 4.9 yrs (EV Break-Even vs Petrol). Adjust the values below for your own figures.


Enter Values

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Formula Used
EV purchase price
Petrol car purchase price
Annual mileage
Petrol price per litre
Electricity price per kWh in hundredths of the currency
Fixed petrol consumption in miles per imperial gallon, converted at 4.546 litres per gallon
Fixed electric consumption in miles per kWh

Disclaimer

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

What this comparison actually measures

An electric car usually costs more to buy and less to run, so the whole question is how many years of cheaper running it takes to recover the higher price. This calculator answers exactly that and nothing more: it compares fuel against electricity, divides the price premium by the annual saving, and reports the break-even in years. Maintenance, tax, insurance, depreciation and charger installation are all outside it.

Two assumptions are fixed inside the model rather than entered: petrol consumption of 30 miles per gallon, measured against the imperial gallon of 4.546 litres, and electric consumption of 4 miles per kWh. Neither is an input, so a more efficient petrol car or a less efficient EV cannot be modelled directly. The electricity price is entered in hundredths of your currency per kWh, so a rate of 0.10 is entered as 10.

Where the running-cost gap comes from

On the built-in efficiencies, petrol at 1.50 a litre works out at 0.2273 a mile, since 30 miles per imperial gallon is 0.1515 litres a mile. Electricity at 0.10 per kWh works out at 0.025 a mile, because 4 miles per kWh is 0.25 kWh a mile. That is roughly a ninefold difference in fuel cost per mile at those prices, and it is the entire engine of the comparison. Electric drivetrains also have fewer wearing parts, no oil changes and no clutch, and regenerative braking reduces friction-brake wear, but none of that maintenance difference is in the calculation.

Where petrol still wins

The purchase premium is the obvious one, and this tool takes it directly from the two prices you enter rather than assuming a figure. Depreciation is the quieter one: residual values for electric models have been less predictable than for established petrol models, and none of that is modelled here, so a comparison built only on fuel understates the risk on the resale side. Charging access is the decisive practical factor. Public rapid charging can cost several times a home overnight rate, and at a rate of 0.60 per kWh, entered as 60, the same 10,000-mile year takes the break-even from 4.9 years to 12.9. Where charging at home is not possible, entering the public rate is the honest version of the calculation.

The break-even maths

The premium divided by the annual fuel saving. Worked through on the example figures: a 35,000 EV against a 25,000 petrol car is a 10,000 premium. At 10,000 miles a year, petrol costs 10,000 divided by 30, times 4.546 litres, times 1.50, or 2,273.05. Electricity costs 10,000 divided by 4, times 0.10, or 250.00. The saving is 2,023.05 a year, so the break-even is 10,000 divided by 2,023.05, which is 4.9 years, with 10,115.23 saved across five.

Mileage moves it almost proportionally. At 20,000 miles a year the same premium clears in 2.5 years. At 6,000 miles a year it takes 8.2 years, which is long enough that the car may well be sold before the arithmetic completes.

Charging access dominates the result

The single largest variable is not the car, it is where it charges. A home overnight rate and a motorway rapid charger can differ severalfold per kWh, and since electricity is the whole of the EV running cost in this model, that difference passes straight through to the break-even. The practical questions are whether off-street parking allows a charger at all, what overnight rate is available, and whether the driving pattern is mostly local or mostly long-distance. A driver who charges at home and drives regionally is the case where this arithmetic works; a driver dependent on public rapid charging is the case where it may not.

Non-financial factors

Electric cars are quieter, deliver torque immediately, need fewer service visits and produce no tailpipe emissions. On full life-cycle emissions rather than tailpipe alone, the ICCT's global comparison of combustion and electric passenger cars assesses Europe, the United States, China and India separately, covering markets that account for around 70% of global car sales, because the answer depends on how the local grid generates its electricity. Petrol keeps a denser refuelling network, faster refuelling and, in most markets, a wider used-car choice. Some cities charge access fees that vary by emissions, which sits outside this calculation entirely.

What the calculator does not include

Maintenance and servicing, vehicle taxes, insurance, charger installation, depreciation and resale value, battery replacement, purchase incentives and any local subsidy. It also holds both energy prices flat for the whole period, which over a break-even measured in years is a strong assumption in both directions. For the market context behind those moving parts, the IEA's Global EV Outlook tracks sales, battery costs and charging infrastructure across regions each year. The output here is one line of a total-cost picture: pair it with insurance quotes and a depreciation estimate for the specific models being compared.

Example Scenario

A $35,000 EV against a $25,000 petrol car at 10,000 miles a year breaks even on fuel in 4.9 yrs.

Inputs

EV Purchase Price:$35,000
Petrol Car Purchase Price:$25,000
Annual Mileage:10,000 miles
Petrol Cost (per litre):$1.5
Electricity Cost (per kWh, in hundredths):10 p
Expected Result4.9 yrs
Expected Result breakdown
Annual Fuel Saving$2,023.05
Price Premium$10,000.00
5-Year Fuel Savings$10,115.23

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

Annual petrol cost is the annual mileage divided by 30 miles per gallon, multiplied by 4.546 litres per imperial gallon to convert the result into litres, then multiplied by the price per litre entered. Annual electricity cost is the mileage divided by 4 miles per kWh, multiplied by the rate entered and divided by 100, since that input is expressed in hundredths of the selected currency. The annual saving is the petrol cost less the electricity cost, and break-even in years is the difference between the two purchase prices divided by that saving. Where electricity costs at least as much to run as petrol the calculation returns a message rather than a negative or infinite payback. Both efficiency figures are constants in the model rather than user inputs, so results scale with mileage and energy prices but not with the specific vehicles being compared. The model excludes maintenance, servicing, vehicle taxes, insurance, charger installation, depreciation, resale value, battery replacement, purchase incentives and subsidies, holds both energy prices constant for the whole period, and applies no discounting. Results illustrate a fuel-cost break-even rather than a total cost of ownership.

Frequently Asked Questions

Is it actually cheaper to own an electric car than a petrol car?
Cheaper to run, usually. Cheaper to own depends on the premium paid and how long the car is kept. On the example figures the running cost is 0.2273 a mile for petrol against 0.025 for electricity, which is where the saving comes from, but a 10,000 premium still takes 4.9 years at 10,000 miles a year to recover. Cut the mileage to 6,000 and it takes 8.2 years. Nothing else is in that comparison: maintenance, tax, insurance and depreciation all sit outside it, and depreciation in particular has been less predictable for electric models.
How long does it take for an electric car to pay for itself compared to petrol?
The premium divided by the annual fuel saving, which the calculator does directly. On the example inputs that is 10,000 divided by 2,023.05, or 4.9 years. The answer moves almost proportionally with mileage: 2.5 years at 20,000 miles a year, 8.2 years at 6,000. It also moves with the charging rate, since electricity is the whole of the running cost here, so a rate of 0.60 per kWh instead of 0.10 pushes the same case out to 12.9 years.
How much cheaper is it to charge an EV than fill up with petrol?
That depends entirely on the two prices, which is why both are inputs. Working the built-in efficiencies at the example rates: 30 miles per imperial gallon at 1.50 a litre is 0.2273 a mile, while 4 miles per kWh at 0.10 is 0.025 a mile, roughly a ninefold difference. At a public rapid rate of 0.60 per kWh the electric figure becomes 0.15 a mile and most of the gap closes. Home overnight rates and public rapid rates are the two ends of that range.
Do electric cars really have lower maintenance costs?
The mechanical case is straightforward: no oil changes, no spark plugs, no clutch or gearbox oil, and regenerative braking does much of the slowing so friction brakes wear more slowly. Tyres, brake fluid, cabin filters and suspension still need attention, and tyres can wear faster on a heavier car. None of it is in this calculation, which covers fuel only, so any maintenance difference makes the real break-even shorter than the figure shown.
What is the total cost of owning an electric car over 5 years?
More than this tool measures. A five-year total needs depreciation, insurance, servicing, tax and charger installation alongside the fuel, and depreciation is usually the largest single item for either powertrain. What this calculator contributes is the fuel line: on the example figures, 10,115.23 of savings across five years against a 10,000 premium, which is why the break-even lands just under five. The rest has to come from quotes and residual-value estimates for the specific models.

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