Two circles intersect each other at P and Q.From a point R on PQ produced, two tangents RB and RC are drawn to the two circles touching them at B and C. Prove that RB=RC.
Asked by snehamapink | 18th Feb, 2012, 11:40: AM
This result can be proved by using the result: If PAB is a secant to a circle intersecting the circle at A and B and PT is a tangent segment. prove that PA x PB = PT² .
Answered by | 19th Feb, 2012, 03:59: PM
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