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Bilateral Symmetry - Geometry Made Easy
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Bilateral Symmetry

Bilateral symmetry
Thanks to Wikimedia Commons

A shape has bilateral symmetry when it is the same on both sides of a line drawn down the middle. You are (mostly) bilaterally symmetrical, because if I drew a line down through your nose perpendicular to the ground, you'd have one eye, one arm, and one leg on each side of the line. This butterfly has bilateral symmetry too, with one wing and one antenna on each side of the red line.

Some geometric shapes have bilateral symmetry, while others don't. For example, a square has bilateral symmetry, and so does a circle, and so does a rectangle. An isoceles triangle has bilateral symmetry. But most parallelograms do not have bilateral symmetry. A rhombus does not have bilateral symmetry vertically, but it does if you draw a diagonal line connecting two opposite corners (thanks to Jeffrey Paules for pointing this out!).

Three-dimensional solids can have bilateral symmetry, too. A sphere and a cube both have bilateral symmetry.

Learn by doing: painting bilateral symmetry
Perpendicular
Rectangles
Squares
Circles
Triangles
More about Geometry


Bibliography and further reading about geometry:

More Geometry
More about Math
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Professor Carr

Karen Eva Carr, PhD.
Assoc. Professor Emerita, History
Portland State University

Professor Carr holds a B.A. with high honors from Cornell University in classics and archaeology, and her M.A. and PhD. from the University of Michigan in Classical Art and Archaeology. She has excavated in Scotland, Cyprus, Greece, Israel, and Tunisia, and she has been teaching history to university students for a very long time.

Professor Carr's PSU page

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