proof a circle is divided into n congruent arcs (n ?? 3), the tangents drawn at...

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proof a circle is divided into n congruent arcs (n ?? 3), thetangents drawn at the endpoints of these arcs form a regularpolygon.

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Prove A circle is divided into n congruent arcsassume n3 the tangents drawn at the endpoints of these arcsform a regular PolygonAssuming n3 Let us First Draw the Figure When the three tangentsdrawn at the endpoints of the 3 equiangular arcs intersect eachother    See Answer
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