How the metric/SI, Imperial and US Customary systems differ, who uses each, and how to convert between them in your head.
Measurement systems define how societies quantify distance, weight, temperature, volume and even time. Two dominate today: the metric/SI system, used almost everywhere, and the Imperial/US Customary system, used mainly in the United States and in a few traditional contexts elsewhere. They serve the same purpose but differ in structure, history and reach.
Knowing the differences explains why most of the world uses one system, why the US still relies on another, and how to convert quickly in your head, including the Fibonacci trick.
The metric system was created in France in 1795. It is decimal, built on powers of ten, so converting is a matter of shifting a decimal point: 1,000 metres is 1 kilometre, and 1 gram is 1,000 milligrams.
It uses base units such as the metre (length), gram (mass) and litre (volume). Prefixes like kilo-, centi- and milli- scale them up or down, which makes the system intuitive and consistent worldwide.
The SI system, established in 1960, is the internationally regulated modern version of the metric system. It defines seven base units, including:
SI is used universally in science, medicine, engineering and international trade. Nearly every country uses metric for daily life, commerce and education, and even countries that rely on Imperial or US units use SI in scientific and medical work.
The Imperial system was standardised in the British Empire by the Weights and Measures Act of 1824. It uses familiar units such as feet, pounds, miles and gallons, but it is not decimal. Conversions rely on irregular ratios:
One of the most notable differences is the gallon. The Imperial gallon is roughly 20% larger than the US liquid gallon, which affects recipes, fuel figures and industrial specifications.
| Unit | Litres |
|---|---|
| Imperial gallon | 4.546 L |
| US gallon | 3.785 L |
See the Imperial gallons to litres and US gallons to litres converters. For the history behind the difference, see US vs UK weights and measures.
The UK has largely moved to metric, but Imperial units persist in everyday life:
The US Customary system evolved from the English units that predate 1824 and were brought to the American colonies. It is often called the "Standard system" or "SAE", especially for tools and construction. Officially it is the US Customary system, and its values are legally tied to exact SI conversion ratios.
It uses non-decimal units, so conversions mean multiplying or dividing by irregular numbers such as 12 inches in a foot or 16 ounces in a pound:
The US is the only major country using it for everyday life:
Even so, science, medicine and the military rely heavily on SI.
Metric is the global standard for daily life, manufacturing, trade and research. Imperial and US Customary units are used mainly in the United States, with limited traditional use in Liberia and Myanmar. Even within the US, SI dominates scientific and technical fields.
| Metric / SI | Imperial | US Customary | |
|---|---|---|---|
| Origin | France, 1795; SI in 1960 | British Empire, 1824 | Pre-1824 English units |
| Structure | Decimal, base 10 | Non-decimal | Non-decimal |
| Conversions | Shift the decimal point | Irregular ratios | Irregular ratios |
| Gallon | Not used | 4.546 L | 3.785 L |
| Where used | Almost everywhere | Limited, mostly traditional | US everyday life |
| Tied to SI | It is SI | Now defined in metric terms | Legally tied to exact SI ratios |
These mental shortcuts help you convert without a calculator. Each is an estimate, so the table shows the exact result for comparison.
| Conversion | Trick | Example | Exact |
|---|---|---|---|
| Kilometres to miles | Multiply by 0.6 | 100 km ≈ 60 mi | 62.1 mi |
| Miles to kilometres | Divide by 6, then multiply by 10 | 60 mi ≈ 100 km | 96.6 km |
| Metres to yards | Add 10% | 10 m ≈ 11 yd | 10.9 yd |
| Metres to feet | Multiply by 3 | 2 m ≈ 6 ft | 6.6 ft |
| Centimetres to inches | Divide by 2.5 | 10 cm ≈ 4 in | 3.9 in |
| Inches to centimetres | Multiply by 2.5 | 4 in ≈ 10 cm | 10.2 cm |
The Fibonacci sequence (1, 2, 3, 5, 8, 13, 21 and so on) mirrors the kilometre-to-mile ratio. If a distance in kilometres is a Fibonacci number, the previous number in the sequence is the distance in miles:
It works because the ratio between neighbouring Fibonacci numbers is close to 1.618, and there are about 1.609 kilometres in a mile. Going the other way, the next number up converts miles to kilometres.
| Conversion | Trick | Example | Exact |
|---|---|---|---|
| Kilograms to pounds | Double, then add 10% of that | 80 kg → 160 + 16 = 176 lb | 176.4 lb |
| Pounds to kilograms | Halve, then subtract 10% of the half | 200 lb → 100 − 10 = 90 kg | 90.7 kg |
| Conversion | Trick | Example | Exact |
|---|---|---|---|
| Celsius to Fahrenheit | Double, then add 30 | 20°C → 40 + 30 = 70°F | 68°F |
| Fahrenheit to Celsius | Subtract 30, then halve | 80°F → 50 ÷ 2 = 25°C | 26.7°C |
| Conversion | Trick | Example | Exact |
|---|---|---|---|
| Litres to US gallons | Divide by 4 | 12 L ≈ 3 gal | 3.17 gal |