How to draw this diagram or solve?
Two circles intersect at A and B. A line through A cuts the first circle at P and second circle at Q. From an external point T, a tangent TP is drawn and TQ produced meets the second circle again at R Prove that the points P, T, R and B are con cyclic ?
Thanks
Two circles intersect at A and B. A line through A cuts the first circle at P and second circle at Q. From an external point T, a tangent TP is drawn and TQ produced meets the second circle again at R Prove that the points P, T, R and B are con cyclic ?
Thanks