Update ANS: Class 10 Cyclic Quadrilateral | ABCD is a cyclic quadrilateral. Two sides AB and CD are extended to meet the point P and two sides AD and BC are extended to meet the point R. Two circumcircles of triangle BCP and triangle CDR intersect at the point T. Let us prove that P, T, R are collinear

16 Mar 2023

Class 10 Cyclic Quadrilateral | ABCD is a cyclic quadrilateral. Two sides AB and CD are extended to meet the point P and two sides AD and BC are extended to meet the point R. Two circumcircles of triangle BCP and triangle CDR intersect at the point T. Let us prove that P, T, R are collinear

Class 10 Cyclic Quadrilateral | ABCD is a cyclic quadrilateral. Two sides AB and CD are extended to meet the point P and two sides AD and BC are extended to meet the point R. Two circumcircles of triangle BCP and triangle CDR intersect at the point T. Let us prove that P, T, R are collinear

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