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Napoleon's theorem - Wikipedia
In geometry, Napoleon's theorem states that if equilateral triangles are constructed on the sides of any triangle, either all outward or all inward, the centres of ... More »

Napoleon's Theorem - MathPages


Napoleon's theorem states that if we construct equilateral triangles on the sides .... original triangle, what is the edge length of "Napoleon's equilateral triangle"?

Napoleon's Theorem, Two Simple Proofs


Napoleon's Theorem, a couple of simple proofs by Scott Brodie, MD, PhD. Hammer and Tongs trigonometry.

Napoleon's Theorem And Douglas' Theorem


Attempt to spread a novel Cut The Knot! meme via the Web site of the Mathematical Association of America, Napoleon's Theorem, Douglas' Theorem.

Napoleon's Theorem -- from Wolfram MathWorld


This theorem is generally attributed to Napoleon Bonaparte (1769-1821), although it has also been traced back to 1825 (Schmidt 1990, Wentzel 1992, Eddy and ...

Napoleon Triangles

jwilson.coe.uga.edu/emt668/EMAT6680.F99/Kim/emat6690/essay1/Napoleon's Theorem/Napoleon theorem.htm

Napoleon's Theorem: If equilateral triangles are erected externally on the sides of ... In other words, no matter what shape the original triangle has, we get the ...

Napoleon's Theorem -- Math Fun Facts


This theorem is credited to Napoleon, who was fond of mathematics, though many doubt that he knew enough math to discover it! How to Cite this Page:

A Generalization of Napoleon's Theorem - Maths for Europe


Napoleon is best known as a military genius and Emperor of France but he was also an outstanding mathematics student. He was born ... The famous Napoleon Theorem is stated by Coxeter and Greitzer as follows: .... What else might it be?

No. 2550: Napoleon's Theorem


Could Napoleon have proved Napoleon's Theorem? ... An emperor wasn't exactly what the revolutionaries had in mind. But Napoleon left a lasting, albeit mixed, ...

Math Forum: Napoleon's Theorem


A Template for Napoleon's Theorem Explorations ... What happens when you reflect each centroid over the closest edge of your original triangle? What is the ...