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OpenStudy (anonymous):
Ben completed constructing a triangle PQR as shown and stated that segment OT is a perpendicular bisector. A right triangle PQR is drawn with right angle at R. Two perpendicular bisectors are drawn.One is OU drawn perpendicular to RQ and cutting across PQ. The other is OT drawn perpendicular to PR cutting across PQ. Is Ben correct? He is not correct because OT and OU have a point of concurrence that lies on the triangle. He is correct because OT bisects PR in congruent parts and meets PR at a right angle. He is correct because OT and OU have a point of concurrence O that lies
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