Math, asked by bhandariaditya614, 10 months ago

point on the common chord of two intersecting circles, tangents be drawn to
If from any point on the common chor
the circles, prove that they are equal.

Answers

Answered by habibqureshii

Answer:

Consider PT be a tangent to the circle from an external point P and a secant to the circle through P intersects the circle at points A and B, then PT2 = PA × PB . This property is used to solve the given question. ... Suppose A is a point on the common chord and AM and AN be the tangents drawn from A to the circle.

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