[alogo] Application of the isogonal conjugation

Consider three lines concurring at G and three circles c1, c2, c3 tangent at these three lines. Then the other inner common tangents of the circles are also concurrent at a point H. H is isogonal conjugate of G w.r. to the triangle formed by the intersection points of the inner tangents of the three circles. The definition of Isogonal-Conjugation can be found in the file: Isogonal_Conjugation.html .

[0_0] [0_1] [0_2]
[1_0] [1_1] [1_2]
[2_0] [2_1] [2_2]

See Also

Isogonal_Conjugation.html
IsogonalGeneralized.html

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