In a triangle PQR X and Y are the midpoints of the side PR & QR respectively such that PX = RY then show that PR=QR
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PQ=QR
or,PX+QX=QY+RY
or,
PX=RY [since,QX=QY]
And
Refer to image
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Answer:
Step-by-step explanation:
PR = PX +RX
QR = RY+QY
= PX+QY [ REASON : PX = RY ]
∴ RX = QY
PR = PX + RX
QR= PX + RX
HENCE PROVED......
hope it helps u
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