Given:m O C. Assume ZP is not congruent to Z1.In order for the given triangles to be congruent, all corresponding parts must be congruent.This contradicts the given information, therefore A PQRis not congruent to A TQR.O D. Assume m/PRQ = m/TRQ.RQ = RQ by the reflexive propertyThus A PQR A TQRby the Angle-Angle-Side Congruence Postulate.aP Type here to searchhp米144@%23&*4.6.ERT.YC%24 Given:ZP ZT, MZPRQ > m/TRQProve:A PQR is not congruent to A TQRWhich set of statements could be used as an indirect proof for this situation?O A. Assume A PQR:is not congruent to A TQR.The given statement ZP E ZT could be true by the definition of congruent triangles.Thus A PQR A TQR.O B. Assume A PQR A TQRIf the triangles are congruent, then ZPRQ = ZTRQ by the definition of congruent triangles.This contradicts the given information, therefore A PQR is not congruent to A TQR.P Type here to searcha%23米fo%2334.&7.WRDLEFGH00%24

Name: Given:m O C. Assume ZP is not congruent to Z1.In order for the given t
Uploaded: 2024-03-20T06:46:03.000Z
Channel: Bartleby
Description: Given:m O C. Assume ZP is not congruent to Z1.In order for the given triangles to be congruent, all corresponding parts must be congruent.This contradicts the given information, therefore A PQRis not congruent to A TQR.O D. Assume m/PRQ = m/TRQ.RQ =