If the tangents at A, B and C of a circumcircle of the triangle ABC meet the opposite sides in - Maths - Triangles

Question

If the tangents at A, B and C of a circumcircle of the triangle ABC
meet the opposite sides in D, E , F such that they are collinear
then
A) BD:CD = BA:AC
B) BD^2:CD^2 = BA^2:AC^2
C) BD:CD = BA^2:AC^2
D) BD^2:CD^2 = BA:AC

Neha Sethi · Accepted Answer

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If the tangents at A, B and C of a circumcircle of the triangle ABC meet the opposite sides in D, E , F such that they are collinear then A) BD:CD = BA:AC B) BD^2:CD^2 = BA^2:AC^2 C) BD:CD = BA^2:AC^2 D) BD^2:CD^2 = BA:AC

If the tangents at A, B and C of a circumcircle of the triangle ABC meet the opposite sides in D, E , F such that they are collinear then
A) BD:CD = BA:AC
B) BD^2:CD^2 = BA^2:AC^2
C) BD:CD = BA^2:AC^2
D) BD^2:CD^2 = BA:AC