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The line cuts the circle at P and Q. The line cuts the circle at R and S. If P,Q,R, and S are concyclic , then show that
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Question 2
P is a variable point on the line . Tangents are drawn to the circles from P to touch it at Q and R. The parallelogram PQSR is completed. If , then the locus of the circumcenter of is
Question Text | The line cuts the circle at P and Q. The line cuts the circle at R and S. If P,Q,R, and S are concyclic , then show that |