In the following figure RQ = RS ; angle PRQ = angle PRS . To make RPQ = RPS by SAS congruency find the third pair of corresponding parts
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Given : -
- RQ = RS ; angle PRQ = angle PRS . To make RPQ = RPS
- PR = PR commont side
To Find : -
- find the third pair of corresponding parts
Solution : -
Triangle PQR is congruent to Triangle PSR
- Angle PQR = Angle PSR Corresponding angles of congruent Triangles
- Angle PRQ= Angle PRS Corresponding of congruent Triangles Angle QRP = Angle SRP
Hence PR bisects P and R
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