MetricCalc

Meters to Feet Converter — Convert m to ft Instantly

Convert meters (m) to feet (ft) quickly and accurately. Ideal for construction, architecture, athletics, science, and interior layouts. Uses the exact relationship: 1 foot = 0.3048 meters.

Note: This tool uses the exact relationship 1 ft = 0.3048 m. For more length calculators, explore our length conversion tools.

About Meters to Feet Conversion

Meters (m) and feet (ft) measure the same quantity—length—but belong to different systems: meters to the metric (SI) system, feet to U.S. customary units. If your drawings, cut lists, or clearances are specified in feet, converting from meters ensures your measurements align with field practice and tool markings. For more calculators in this family, visit our length conversion tools.

By definition, 1 foot = 0.3048 meters. Therefore, 1 meter = 1 ÷ 0.3048 feet ≈ 3.280839895 ft. This exact relationship keeps architecture, engineering, athletics, and interior layout calculations consistent across documents and teams.

Meters to Feet Formula

Exact relationship

Use the factor method:

feet = meters ÷ 0.3048
// equivalently
feet = meters × 3.280839895

Example:

2 m = 2 ÷ 0.3048 = 6.56168 ft

Reverse calculation (ft → m)

Multiply by 0.3048: meters = feet × 0.3048.

What is a Meter?

The meter is the SI base unit of length, used worldwide in science, engineering, athletics, and daily life. The metric system’s decimal structure (mm ⇄ cm ⇄ m) makes scaling simple and minimizes arithmetic error.

What is a Foot?

A foot is a U.S. customary unit equal to exactly 12 inches. It appears on architectural plans, building codes, woodworking jigs, and interior layouts—often written with the prime (′) symbol.

Step-by-Step: Converting m to ft

  1. Write your value in meters (decimals are fine).
  2. Divide by 0.3048 (or multiply by 3.280839895).
  3. Label the result in feet (ft). For a feet-and-inches format, multiply the fractional feet by 12.

Example walkthrough (feet + inches):

Input:  1.8 m
Feet:   1.8 ÷ 0.3048 = 5.90551 ft
Inches: 0.90551 × 12 ≈ 10.87 in
Output: 5 ft 10.87 in

Common Conversions

Handy table for projects & planning

Meters (m) Feet (ft)
0.51.64042
13.28084
1.54.92126
26.56168
2.58.20210
39.84252
516.40420

Quick Reference Table

Feet (ft) Meters (m)
10.30480
20.60960
30.91440
41.21920
61.82880
82.43840
103.04800

Frequently Asked Questions

How do you convert meters to feet?

Use the formula: feet = meters × 3.280839895. This is derived from the exact definition 1 foot = 0.3048 meters.

What is 1 meter in feet?

1 meter ≈ 3.280839895 feet (often rounded to 3.28084 ft).

How many feet is 2 meters?

2 × 3.280839895 ≈ 6.56168 feet.

Is the conversion between meters and feet exact?

Yes. The exact definition is 1 ft = 0.3048 m. Therefore, 1 m = 1 ÷ 0.3048 ft ≈ 3.280839895 ft.

Why do some calculators show slightly different results?

Minor differences come from rounding. This tool keeps high precision (5 decimals visually) while using exact relationships under the hood.

What is the difference between the international foot and the U.S. survey foot?

The U.S. survey foot historically differed slightly (~0.3048006096 m). For almost all everyday and design uses, the difference is negligible. This tool uses the international foot (exactly 0.3048 m).

How do I convert meters to feet and inches?

Convert meters to total feet, take the whole feet, and multiply the fractional part by 12 to get inches. Example: 1.8 m × 3.280839895 ≈ 5.90551 ft → 5 ft and 0.90551×12 ≈ 10.87 in.

How precise should I be when reporting in feet?

For room sizes and layouts, 2–3 decimals or feet+inches is fine. For engineering/specs, match instrument precision and keep significant figures consistent.

Can I use this for athletics, interior design, and mapping?

Absolutely. Converting m → ft is common for track dimensions, space planning, furniture clearances, and field layouts.

Does temperature change the conversion factor?

No. The units are fixed by definition. Physical materials may expand with temperature, but the conversion factor remains constant.

Tips for Working with Feet

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