to navigate Enter to open Esc to close

Area Calculator: Square, Rectangle, Circle, Triangle and Trapezoid

Area calculator: choose a flat shape, enter dimensions in one consistent unit, and calculate its area locally. The result shows the formula used, the entered dimensions, and the answer in square units.

Use this as a measurement helper, not a construction drawing. Check actual field dimensions, material allowances, local requirements, and the shape boundary before ordering materials or making a safety-critical decision.

Area Calculator

Live
A rectangle uses length and width.
Use the same unit for every dimension. The answer is shown as that unit squared.
Longer side of the rectangle.
Shorter side of the rectangle.
Rectangle: multiply the length by the width. For a circle, enter radius, not diameter.
Area
24 m squared
ShapeRectangleFour right angles
FormulaL x WLength times width
Dimensions6 x 4All in m
Result unitm squaredArea is two-dimensional
Area shape diagram A rectangle with a length of 6 and width of 4. Its area is 24 square units. Rectangle area: length x width Length: 6 m Width: 4 m Area: 24 m squared
The diagram represents the selected shape and labels the dimensions used in its area formula. It is not a scale drawing.
Values update locally as you type. Keep every dimension in the same unit before calculating an area.

How the area calculator works

Area measures the two-dimensional surface a shape covers. The National Institute of Standards and Technology describes area in square units and identifies the square meter as the SI derived unit. That is why a length entered in meters produces an answer in meters squared, while a length entered in feet produces an answer in feet squared.

Square: side x side Rectangle: length x width Circle: pi x radius x radius Triangle: 0.5 x base x height Trapezoid: 0.5 x (base A + base B) x height
Worked example

For a rectangle 6 m long and 4 m wide, multiply 6 by 4. The area is 24 m squared. For a circle with radius 5 m, multiply pi by 5 by 5 to get approximately 78.539816 m squared.

Method and limit: the tool uses only the selected shape formula and the values currently entered. It does not infer a boundary from a photo, drawing, or map. For a real room, lot, wall, or floor, measure the actual boundary first and break an irregular outline into shapes you can verify.

Which dimensions belong in each formula?

ShapeDimensions to enterImportant check
SquareOne sideAll sides must have the same length.
RectangleLength and widthBoth measurements use the same unit.
CircleRadiusRadius is half of diameter; do not enter the full diameter as radius.
TriangleBase and perpendicular heightThe height must meet the chosen base at a right angle.
TrapezoidTwo parallel bases and perpendicular heightUse the parallel sides, not the sloped edges, as the two bases.

Area, surface area, and volume are different

QuestionUseReason
How much flat floor, paper, lawn, or wall face is covered?This Area CalculatorIt measures one two-dimensional shape.
How much material covers the outside of a box, sphere, or cylinder?Surface Area CalculatorIt adds the outer faces of a three-dimensional object.
How much space is inside a box, tank, or solid?Volume CalculatorIt measures three-dimensional capacity rather than a flat surface.
How do I express an existing area in another unit?Area ConverterIt converts a finished area result instead of recalculating a shape.

Important limits before using the result

Do not mix units in the dimensions. A length in feet and width in inches cannot be multiplied directly. Convert every dimension to the same length unit first, then square that unit in the result.
Circle formulas use radius, not diameter. If the known measurement is diameter, divide it by 2 before applying the circle area formula. Entering the diameter as radius makes the calculated area four times too large.
Irregular shapes need a measured plan. Divide a complex outline into rectangles, triangles, circles, or trapezoids whose dimensions you can measure. Add those verified component areas and keep any cut-outs separate.

Step-by-step method

  1. Select the shape that matches the flat surface being measured.
  2. Choose a dimension unit and use it consistently for every input.
  3. Enter the required dimensions, including a perpendicular height for a triangle or trapezoid.
  4. Read the result in square units and use Area Converter only if the completed area must be expressed in another unit.

Frequently asked questions

What unit will the area answer use?

The answer uses the dimension unit squared. If every dimension is in m, the result is m squared. If every dimension is in ft, the result is ft squared. Keep every entered dimension in the same unit.

Do I enter radius or diameter for a circle?

Enter radius. Radius runs from the center to the circle edge and equals half the diameter. If all you know is diameter, divide it by 2 first.

Can this calculate an irregular area?

Not from one set of dimensions. Split the outline into regular pieces you can measure, calculate each piece, subtract any cut-outs, and add the remaining areas.

Why is area not the same as volume?

Area measures a flat surface with two dimensions. Volume measures enclosed space with three dimensions. A room floor has area; the air inside the room has volume.

Does the calculator send my dimensions anywhere?

No. The selected shape, dimensions, result cards, and diagram update locally in the browser.

Sources

Related calculators

See the full list of Math calculators, or try: