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"?
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's Triangle appears to be congruent to the original equilateral triangle
ABC by the SSS postulate. Now, let's see what happens when our original ...
www.math.washington.edu/~grunbaum/A Relative of Napoleons Theorem.pdf
note is to present a result related in spirit to Napoleon's theorem, but more
complex. .... two specific instances. The simpler generalization is what is known
Could Napoleon have proved Napoleon's Theorem? ... An emperor wasn't
exactly what the revolutionaries had in mind. But Napoleon left a lasting, albeit
Theorem 1 (Napoleon's Theorem). Given a triangle $ABC$ , construct equilateral
triangles on the sides of $ABC$ , either all outward or all inward. Then the ...
In many recent publications the result is called “Napoleon's theorem.” Several ....
What conclusions can we draw concerning “Napoleon's theorem”? First, the ...
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:
Sep 29, 2015 ... I read about Napoleon's Theorem in geometry. ... What's the famous story about a
mathematician who gave a talk without saying a word?
This page has a proof of Napoleon's theorem and also proofs of the main
properties of the special ines and circles in this figure that all pass through the