In the given figure, ZSPR = ZQRP and ZRSP = ZPQR. Prove that: (i) PQ = RS (ii) PS = QR P
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In ∆ SRP and ∆ PQR
PR = PR(common)
angle SRP = angle PRQ(given)
anglePSR = anglePQR(given)
by ASA congruence criterion ∆SRP ≈ ∆PQR
PQ = RS {by C.P.C.T.}
QR = PS
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