In the given figure prof that (1)PQ=RS (2)PS=QR
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In triangles prq and prs,
PQ=SR->(given)
PR=PR->(Common side)
RQ=PS->(given)
triangle PQR is congruent to prs.
By cpct,pq=rs and ps=qr.
Hence proved.
Answered by
7
here,give
angle PSR= angle PQR. (1)
To prove,PQ=RS
PS=QR
Now in triangle PSR &PQR
angle S= angle Q (from 1)
side PR= side PR (common)
angle SPR= angle QRP( alternate angle)
therefore, trianglePSR congruent to triangle PQR
Therefore,PQ=SR (CPCT)
PS=QR (CPCT)
Hence proved
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