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Volume and Area Calculator

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Calculate the area of a rectangle, circle or triangle, or the volume of a box or cylinder. Use metre-based dimensions, quantities and optional cost estimates.

All tools are free to use. File size and processing limits may vary by tool.

Choose a shape and enter dimensions in metres

Choose a rectangle, circle, triangle, rectangular prism or cylinder. Enter the displayed dimensions in metres; use radius rather than diameter for circles and cylinders. Area results are in m² and volume results in m³. Set the quantity for identical shapes and optionally enter a price per square or cubic metre. Convert centimetres to metres before entering dimensions: 50 cm is 0.5 m. The examples below show the formulas; the calculator does not add construction waste or convert area into volume without a height.

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Practical guide

Area and Volume Calculator Guide

This guide calculates area and volume of boxes, rooms and tanks directly in your browser. Enter length, width and height in meters; results appear in square meters, cubic meters and liters. Interior net dimensions improve accuracy. Five to ten percent extra balances cutting losses. Everything runs locally.

Read the guide →

Worked example and verification

These fixed inputs were checked against the tool code. Recalculate with your own amounts and rates; monetary results are rounded to two decimals.

Formula checked on:

How many m² is a 400 × 300 cm rectangle?

Convert the dimensions first: 400 cm = 4 m and 300 cm = 3 m. Entering 4 and 3 gives 12 m². Entering 400 and 300 into metre fields makes the area 10,000 times too large.

400 cm = 4 m; 300 cm = 3 m; A = 4 × 3 = 12 m²

What is the volume of a 3 × 2 × 2 m box?

The volume is 12 m³. For five identical boxes, quantity 5 gives a total of 60 m³. Area (m²) and volume (m³) are different; volume needs a third dimension.

V = 3 × 2 × 2 = 12 m³; 5 × 12 = 60 m³

What is the volume of a cylinder with radius 0.5 m and height 2 m?

The result is about 1.5708 m³. Radius is half the diameter: a 1 m diameter needs radius 0.5 m. Entering diameter as radius makes the result four times too large.

V = π × 0.5² × 2 ≈ 1.5708 m³

How to measure a box or cylindrical tank

Choose Rectangular prism for a box or Cylinder for a round tank. Enter measurements in metres and read the result in cubic metres (m³). Divide centimetres by 100 before entering them. To express a volume in litres, multiply the result in m³ by 1,000.

Box capacity and shipping space

Use inside dimensions to estimate how much a box holds. A box with internal dimensions of 60 × 40 × 35 cm holds 0.084 m³, or 84 litres. Use outside dimensions when estimating how much room it takes up on a shelf or in a van. If the outside dimensions are 64 × 44 × 39 cm, the same box occupies about 0.110 m³. Select the quantity to calculate the total for identical boxes.

Capacity of an upright cylindrical tank

Measure the inside diameter, then divide it by two to get the radius. A tank with an inside diameter of 80 cm and a usable fill height of 120 cm takes a radius of 0.4 m and a height of 1.2 m. The result is about 0.603 m³, or 603 litres. For a partially filled upright tank, enter the depth of the liquid as the height. A partially filled horizontal tank requires a different calculation.

Floor coverage and material volume

Use the rectangle option to measure a floor in square metres. To estimate the volume of material spread over that floor, select Rectangular prism and enter the layer thickness as its height. A 5 m × 4 m floor covers 20 m². A uniform layer 5 cm thick over that floor takes 1 m³ before any allowance for waste or unevenness.

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