Fuel cost calculator
Estimate the fuel cost of a trip from route distance, fuel efficiency, and fuel price.
What this calculator covers
Use this fuel cost calculator to estimate the gas or fuel portion of a trip budget before you leave.
Frequently asked questions
- Should I use my car's city, highway, or combined fuel economy rating?
- Use the combined rating for mixed driving and the highway rating for trips that are mostly freeway. Real-world fuel economy also depends on load, speed, air conditioning use, and terrain, so the estimate is a planning figure rather than a precise guarantee.
- Where do I find the current fuel price to enter?
- Gas station price boards and fuel-price tracking apps or websites show current local prices. For a conservative estimate, round up slightly to account for price variation along your route.
- Does the calculator support metric units?
- Yes. Switch the efficiency unit to km/L and the distance field accepts kilometers. Enter the fuel price per liter to match. The formula is the same in either unit system: distance divided by efficiency gives volume used, which is then multiplied by price.
- Why does the estimate differ from what I actually spend?
- The calculation assumes a constant fuel economy across the whole trip. Stop-and-go traffic, hills, wind, vehicle load, and driving speed all affect real consumption. Treating the result as a lower bound and adding a small buffer tends to give a more reliable trip budget.
Tool
Run the calculation
Result
RESULT · TRIP FUEL COST
â„–184
Primary result
$35.00
300 mi at 30 mpg uses about 10 gal of fuel and costs $35.00 at $3.50 per gallon.
- Trip distance
- 300 mi
- Fuel efficiency
- 30 mpg
- Fuel used
- 10 gal
- Trip fuel cost
- $35.00
Step-by-step solution
- 1.Use the trip distance and fuel efficiency in the same unit system: 300 mi ÷ 30 mpg.
- 2.That division gives an estimated fuel use that displays as 10 gal.
- 3.Multiply the exact fuel use by $3.50 per gallon to reach $35.00.
Walkthrough
Visual walkthrough
Trip fuel cost is a two-step problem: first estimate how much fuel the trip needs, then price that fuel at the selected pump rate.
01
Read distance and efficiency together
300 mi ÷ 30 mpg
Distance and efficiency have to stay in the same system so the division returns gallons or liters used.
02
Estimate the fuel required
10 gal
Dividing distance by efficiency converts the route length into fuel volume.
03
Price the trip fuel
Applying the current fuel price to the exact gallons or liters turns the route estimate into a trip budget.
$35.00