CD Tesis
Menentukan Panjang Sisi Pada Pengembangan Teorema Outer Napoleon Pada Segitiga
This thesis discusses determining the side length of Napoleon's textit outer
development of a triangle using an isosceles right triangle as the outer triangle.
Then each side of the triangle is divided into 2, 3 and 4 parts. By using a
special case in the Miquel's theorem, the Miquel's point on each of the isosceles
right triangles can be applied, so that a triangle is formed whose the same as
the original triangle. The proving process uses a very simple method, namely by
using the Pythagorean formula and the cosine rule.
Keywords: Isosceles right triangle, Miquel's point, outer Napoleon
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