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Construction & Home

Square Footage Calculator

A square footage calculator finds the area of a room, yard, or building surface in square feet based on its shape and dimensions. Select rectangle, circle, or triangle, enter the measurements in feet, and the tool returns the total area instantly along with the exact formula it used. Contractors, flooring installers, painters, and homeowners use square footage figures to price materials, quote labor, and compare a listed room size against what a tape measure actually shows on site. A bedroom, a circular patio, and a triangular gable end each need a different formula, so this calculator switches the math automatically based on the shape selected instead of forcing every surface into one rectangle formula. Most real rooms are not a single perfect shape. For a floor plan with an alcove, a bay window, or an angled wall, split the space into two or more of the supported shapes, calculate each one with this square footage calculator, and add the results together to get the true total.

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Quick answer

The result shows the total area of your surface in square feet (ft²).

Select the shape of the surface you are measuring.

ft
ft

What this tells you

  • The result shows the total area of your surface in square feet (ft²).
  • All inputs must be entered in feet. Convert inches to feet by dividing by 12 first.
  • For irregular shapes, calculate each section separately using the shape that fits it best, then add the areas together.
  • The secondary result shows the exact formula and numbers used, which is handy for double-checking the math by hand.
  • A circle's radius is the distance from the center to the edge, not the full width, or diameter, of the circle.
  • A triangle's height is the perpendicular distance from the base to the opposite point, not the length of a slanted side.
  • Square footage measures floor or surface area only. It does not include material waste, so add a waste percentage before ordering flooring, tile, or turf.

How to Use

  1. 1Select the shape that best matches your surface: rectangle, circle, or triangle.
  2. 2For a rectangle, enter the length and width in feet.
  3. 3For a circle, enter the radius in feet, measured from the center point to the edge, which is half the diameter.
  4. 4For a triangle, enter the base and the perpendicular height in feet, not the length of a slanted side.
  5. 5Click Calculate to see the total square footage along with the formula the tool used.
  6. 6For a room built from more than one shape, repeat the calculation for each section and add the results together, or use the Reset button to clear the fields and start over.

How It Works

Formula

Rectangle: Area = Length × Width Circle: Area = π × Radius² Triangle: Area = (Base × Height) ÷ 2

All three formulas assume every measurement is already in feet, so the result comes out directly in square feet (ft²). For a rectangle, Length and Width are the two straight sides of the surface. For a circle, Radius is the distance from the center point to the edge, exactly half the diameter, and the calculator squares that value and multiplies it by π (approximately 3.14159). For a triangle, Height is the perpendicular distance from the Base to the opposite vertex, measured at a right angle to the base, not the length of either slanted side. Dividing the Base times Height product by 2 accounts for the triangle covering only half of the rectangle that would contain it. The calculator rounds the final area to two decimal places, and it also returns the exact numbers it used so the math can be checked by hand.

Calculation note: values are processed in the order shown above, using the current input units.

Worked Examples

Rectangular bedroom

ShapeRectangle
Length14 ft
Width12 ft
Result168.00 sq ft

A bedroom measuring 14 feet by 12 feet has an area of 14 × 12 = 168.00 square feet. This is the number a flooring or carpet installer needs before writing a quote, and it is close to the figure most real estate listings use for that individual room.

Circular patio

ShapeCircle
Radius8 ft
Result201.06 sq ft

A circular patio with an 8-foot radius covers π × 8² ≈ 201.06 square feet. Radius is half the width of the circle, not the full width, so entering the diameter by mistake would roughly quadruple the area.

Triangular garden bed

ShapeTriangle
Base10 ft
Height7 ft
Result35.00 sq ft

A triangular garden bed with a 10-foot base and a 7-foot perpendicular height covers (10 × 7) ÷ 2 = 35.00 square feet. Only the height measured straight up from the base counts. A tape measure run along the sloped edge of the bed would give a different, incorrect number.

One-car garage floor

ShapeRectangle
Length24 ft
Width22 ft
Result528.00 sq ft

A garage floor measuring 24 feet by 22 feet covers 24 × 22 = 528.00 square feet. That total is the starting point for an epoxy coating or concrete sealant estimate, before adding a waste allowance for cutting around the garage door track or a floor drain.

Round pool deck

ShapeCircle
Radius12 ft
Result452.39 sq ft

A circular deck built around a pool with a 12-foot radius covers π × 12² ≈ 452.39 square feet. Decking material is usually priced by the board or by the square foot, so this figure is the starting point before adding waste for angled cuts along the curve.

L-shaped living room, split into two rectangles

ShapeRectangle + Rectangle (split)
Main section18 ft × 14 ft
Alcove8 ft × 6 ft
Result300.00 sq ft total (252.00 + 48.00)

An L-shaped living room does not fit a single rectangle formula, so split it into a main section and an alcove. The main section is 18 × 14 = 252.00 square feet, the alcove is 8 × 6 = 48.00 square feet, and adding them gives 300.00 square feet total. This split-and-add method works for any room built from rectangles, circles, or triangles.

Typical square footage by room or space

General size ranges for common rooms and outdoor surfaces, useful for sanity-checking a measurement before you trust it.

SpaceTypical square footageShape usually used
Small bedroom100 - 150 sq ftRectangle
Primary bedroom200 - 300 sq ftRectangle
Living room250 - 450 sq ftRectangle
One-car garage200 - 300 sq ftRectangle
Two-car garage380 - 450 sq ftRectangle
Round patio or fire pit area (10 ft radius)≈ 314 sq ftCircle
Standard parking space160 - 180 sq ftRectangle

These are general ranges for reference only. Always measure the actual space with this calculator before ordering materials or comparing a listing.

How to measure a room that is not a perfect rectangle

Most floor plans are not a single clean rectangle, circle, or triangle. A bedroom with a closet nook, an open living and dining area, or a patio with a curved edge is usually a combination of two or more basic shapes joined together.

Sketch the space on paper first and draw a line where one shape ends and the next begins. A living room with a rectangular main area and a bay window alcove becomes two rectangles. A patio with a straight edge on one side and a curved edge on the other becomes a rectangle plus part of a circle.

Measure and calculate each section separately with this calculator, matching the shape option to that section. Write down each result, then add them together for the total square footage of the whole space. Subtract any area that will not be covered, such as a fireplace hearth or a support column, if the project only needs the usable surface.

This same split-and-add approach works for uncommon layouts including L-shaped rooms, wraparound decks, and yards with a curved planting bed along one edge. Break the shape down until each piece matches a rectangle, circle, or triangle, and the math stays simple even when the room is not.

Common mistakes

  • Entering the diameter instead of the radius for a circle. The radius is half the diameter, so this mistake roughly quadruples the calculated area.
  • Measuring the slanted side of a triangle instead of the perpendicular height from the base to the opposite point.
  • Mixing units within one calculation. Every value must be in feet before calculating, so a measurement taken in inches or yards needs to be converted first.
  • Forgetting to convert inches to feet. Divide the inch measurement by 12 before entering it.
  • Treating an irregular floor plan as one shape instead of splitting it into rectangles, circles, and triangles and adding the results.
  • Using outside wall measurements instead of the finished interior floor space, which overstates the usable area for flooring or paint estimates.
  • Assuming the displayed square footage already includes material waste. Add a waste percentage on top of the calculated area before ordering flooring, tile, turf, or paint.

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Frequently Asked Questions

For a rectangular room, multiply the length by the width. For example, a room that is 15 feet long and 10 feet wide has 15 × 10 = 150 square feet. Use this calculator to do that automatically for rectangles, circles, or triangles.
Divide the space into simpler shapes such as rectangles, triangles, or circles, and calculate each section separately. Add the individual areas together to get the total square footage.
Divide the measurement in inches by 12. For example, 18 inches ÷ 12 = 1.5 feet. Enter 1.5 into the calculator instead of 18.
Calculate the square footage of the area, then add 10% for waste and cuts. For example, a 200 sq ft room would require ordering at least 220 sq ft of flooring material.
No. One square meter equals approximately 10.764 square feet. To convert square feet to square meters, divide by 10.764.
Use the formula Area = π × radius². Measure the radius, from the center to the edge, square it, and multiply by π (approximately 3.14159). This calculator does all of that automatically.
The height is the perpendicular distance from the base to the opposite vertex. It is not the length of a slanted side. For a right triangle, the height is one of the two sides that form the right angle.
Not directly. Split the room into two or more rectangles, circles, or triangles, calculate each section, and add the totals together, the same way the L-shaped living room example above does it.
One square yard equals 9 square feet, since a yard is 3 feet on each side and area scales by the square of the length. Divide a square footage total by 9 to get square yards, which is how many flooring and turf suppliers price their materials.
It estimates square footage calculator outputs using the visible inputs and formula assumptions on this page.

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