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How to calculate the area of a hexagon

Updated April 17, 2017

A hexagon is a six-sided shape in which each side is of equal length. There are multiple ways to find the area of a hexagon whether you have a tool to measure with or the measurements of the hexagon already handy.

Visualise that the hexagon is made up of six equilateral triangles, with each side of the hexagon as the base for a different triangle.

Determine the length of any triangle side by measuring it. Each side should be equal in length to any other side. L will represent this number.

Determine the height of any triangle. This can be done by putting one end of your ruler at the halfway point on any side of any triangle and the other end at the triangle's point. Each triangle should be equal in height to any other triangle within the hexagon. H will represent the height.

Use the equation (1/2L*H)6. Take half of the length and multiply it by the height. Take this number and multiply it by six. The product of this equation is the area of the hexagon.

Things You'll Need

  • Ruler
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About the Author

Mary Freeman is a freelance writer. She has held several editorial positions at the print publication, "The Otter Realm." She traveled throughout Europe, which ultimately resulted in an impromptu move to London, where she stayed for eight months. This life experience inspired her to pursue travel writing. Freeman received a degree in human communication from California State University.