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Answer:
(i) In ∆SPR and ∆TQR,
PR=QR ( R IS THE MID POINT)
RPS=RQT {GIVEN}
TRP=SRQ {GIVEN}
Hence, ∆SPR≈∆TQR by ASA congruence criterion.
(ii) Since the triangles are proven congruent, then
PS=QT (CPCT)
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