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Fuel Needed for Trip
41.67
litres / gallons of fuel
Estimated Fuel Cost 62.5
Formula Distance / Fuel Efficiency

What Is the Fuel Needed for Trip Calculator?

This calculator estimates how much fuel you will burn on a journey and what it will cost. It works for any unit system: enter distance in kilometres or miles and your fuel efficiency in the matching units — kilometres per litre or miles per gallon — and the result comes back in litres or gallons accordingly.

How to Use It

Enter three values: the trip distance, your vehicle's fuel efficiency (how far it travels per unit of fuel), and optionally the fuel price per unit. The tool divides distance by efficiency to find the fuel needed, then multiplies by the price to estimate your trip cost. Keep your units consistent — if distance is in miles, use miles per gallon and you'll get gallons.

The Formula Explained

The core relationship is simple:

$$\text{Fuel Used} = \frac{\text{Distance}}{\text{Fuel Efficiency}}$$

Efficiency expressed as "distance per unit of fuel" (km/L or mpg) sits in the denominator, so higher efficiency means less fuel. The cost is then $$\text{Fuel Used} \times \text{Price}$$

Diagram showing trip distance divided by fuel efficiency to give fuel needed
Fuel needed equals trip distance divided by fuel efficiency.

Worked Example

Suppose you are driving 500 km in a car that does 12 km per litre, with fuel costing 1.50 per litre. Fuel needed = $$500 \div 12 = 41.67 \text{ litres}$$ Cost = $$41.67 \times 1.50 = 62.50$$ So you'd budget about 41.67 litres and 62.50 in fuel.

Worked example showing distance, efficiency, and resulting fuel amount with cost
A worked example: dividing distance by efficiency gives litres, then multiplying by price gives cost.

FAQ

Can I use miles and gallons? Yes. Enter distance in miles and efficiency in miles per gallon, and the answer is in gallons.

My car shows L/100km, not km/L — what do I do? Convert first: \(\text{km/L} = 100 \div (\text{L/100km})\). For example \(8 \text{ L/100km} = 12.5 \text{ km/L}\).

Does this account for traffic or terrain? No. It's a baseline estimate using your stated efficiency. Hills, traffic, and air conditioning increase real consumption, so add a margin.

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