Math, asked by mithwa, 8 months ago

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

Answers

Answered by ayushyadav143
0

PQ=QR

or,PX+QX=QY+RY

or,

PX=RY [since,QX=QY]

And

Refer to image

Attachments:
Answered by angelabinoy07
0

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

Similar questions