Answer

  1. PR = QS
    Solution:
    In $\triangle\text{QPR}$ and $\triangle\text{PQS},$
    QR = PS (Given)
    $\angle\text{RQP} = \angle\text{SPQ}$ (Given)
    PQ = PQ (Common)
    $\therefore \triangle\text{QPR} ≅ \triangle\text{PQS}$ (SAS Axio)
    $\therefore$ PR = QS (C.P.C.T.)

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