EV vs. Gas Car Cost Calculator
Compare an electric vehicle against an internal combustion engine (ICE) gas car side by side—analyzing purchase price difference, fuel vs electricity savings, maintenance, and payback period.
Gasoline Vehicle
Electric Vehicle
Calculation Results
EV vs. Gas Vehicle Break-Even Formula
Break-Even (Years) = Net Upfront EV Price Premium / Annual Operating Savings (Fuel + Maintenance)- Annual Fuel Savings = (Annual Miles / Gas MPG × Gas Price) − (Annual Miles / 100 × kWh/100mi × Electricity Rate).
- Annual Maintenance Savings = Gas Routine Maintenance − EV Routine Maintenance.
- Payback Period: The point in time when operational fuel and repair savings completely offset any higher initial EV purchase cost.
Step-by-Step Worked Example
Calculation Steps:
- Annual Gas Fuel Cost = (13,500 / 28) × $3.65 = $1,760.00 / year
- Annual EV Electricity Cost = (13,500 / 100) × 28 × $0.15 = $567.00 / year
- Annual Fuel Savings with EV = $1,760 − $567 = $1,193.00 / year
- Annual Maintenance Savings = $900 − $450 = $450.00 / year
- Net Annual Operating Advantage = $1,193 + $450 − $200 (insurance delta) = $1,443.00 / year
- Initial Price Difference = $35,500 − $34,000 = $1,500.00
- Break-Even Period = $1,500 / $1,443 = 1.04 Years (14,000 Miles)
How to Use This Calculator
- 1Enter purchase prices, incentives, and financing for both vehicles.
- 2Specify fuel economy (MPG for gas, kWh/100mi for EV) and local utility rates.
- 3Input insurance and maintenance assumptions for each car.
- 4Examine the break-even years, break-even mileage, and 5-year cost curves.
Assumptions & Limitations
- Assumes steady gasoline prices and stable residential electric rates over the timeframe.
Frequently Asked Questions
When does a gas car make more financial sense than an EV?
A gas car may be more economical if you drive very low annual mileage (under 6,000 miles/year), do not have access to cheap home charging (relying solely on expensive public DC fast chargers), or live in an area with unusually high electricity rates (e.g. >$0.35/kWh).
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