Circle A and Circle B intersect at two points P and Q. A common tangent line of the two circles touches circle A and circle B at points X and Y respectively. XY and the extension of PQ intersect at Z. We know the radius of circle A is 7, the radius of circle B is 24, and AB=25. Find XZZY.
Circle A and Circle B intersect at two points P and Q. A common tangent line of the two circles touches circle A and circle B at points X and Y respectively. XY and the extension of PQ intersect at Z. We know the radius of circle A is 7, the radius of circle B is 24, and AB = 25. Find XZ / ZY.
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XZ ≅ ZY ==> XZ / ZY = 1