Convert sq ft to square meters instantly using a precise conversion factor.
Multiply square feet by 0.09290304. The calculator applies this relationship immediately and supports positive, negative, and decimal values where appropriate.
This conversion is commonly useful for property listings, floor plans, flooring, and construction.
| sq ft | square meters |
|---|---|
| 1 sq ft | 0.09290304 square meters |
| 5 sq ft | 0.4645152 square meters |
| 10 sq ft | 0.9290304 square meters |
| 25 sq ft | 2.322576 square meters |
| 100 sq ft | 9.290304 square meters |
For 10 sq ft, multiply 10 by 0.09290304. The result is 0.9290304 square meters.
Multiply square feet by 0.09290304.
Yes. Enter any decimal value and the result updates automatically.
Area measures two dimensions, which is why area factors are the square of the related length factors. For example, converting square meters to square feet uses the meter-to-foot factor twice. Do not apply a linear length factor directly to an area value.
Property records and building plans may use legally defined boundaries or surveying conventions that a simple unit conversion cannot interpret. Use the calculator to change units for a known area, not to estimate an irregular parcel from incomplete dimensions. Retain sufficient precision for intermediate work, then round according to the accuracy of the survey or drawing.
The calculation runs locally in your browser: the number you enter is multiplied or divided using the stated factor, and the result is formatted for readability. Convertly does not send calculator entries to a server. We preserve more precision internally than is normally useful on screen, so you can enter decimals without the calculator repeatedly rounding intermediate values.
Reviewed: September 3, 2026. Conversion relationships are checked against recognized measurement definitions, including the International System of Units and U.S. National Institute of Standards and Technology measurement guidance. Read our calculation methodology and source policy for definitions, rounding rules, limitations, and correction procedures.
Before converting, confirm that the input unit matches the value you have and that the output unit is the one required. Enter the unrounded source value whenever possible. After calculating, choose a sensible number of decimal places for the task rather than copying every digit automatically.
A useful cross-check is to estimate the direction and approximate size of the answer. Converting to a smaller unit usually produces a larger number; converting to a larger unit usually produces a smaller number. If the result differs greatly from that expectation, check for a misplaced decimal, a confused unit abbreviation, or the reverse conversion. The formula and worked example on this page are provided so the result can be independently checked.