Tomahawk Trisection of an Angle @wolframmathematica
Tomahawk Trisection of an Angle  @wolframmathematica
Uploaded November 2017 | Updated September 2026, 1 week ago
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Let ?AB?=?BC?=?CD?. Let ? be a semicircle with diameter BD. Given any angle ?AVT where VT is tangent to ? at B, the straight lines VC and VB trisect ?AVT. In other words, the triangles ?VTC, ?VBC and ?VBA are congruent.

Contributed by: Izidor Hafner

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Tomahawk Trisection of an Angle

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