Question: Please solve Given C and C' two circles which intersect at two distinct points P and Q. X is the second intersection point of the

Please solve

Given C and C' two circles which intersect at two distinct points P and Q. X is the second intersection point of the tangent to C' at P with C and Y the second intersection point of the tangent to C in P with C'. P X If the radius of C is 4, and if the radius of C' is 6 and if | PQ| = 5, what is the value of | PX| / |PY|

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