Question

X,Y are the mid points of PQ and RS respectively, which are the opposite sides of a parallelogram PQRS. Show that PXRY is a parallelogram . Dont spam otherwise you will be reported.​

Answer 1

Answer:

Suppose XY and diagonal QS intersect each other at point O.

Since X and Y are the midpoints of PS and QR. This means XY is parallel to PQ.

Now in triangle PQS, XO is parallel to PQ And X is midpoint of PS. By applying midpoint theorem on triangle PQS, O becomes midpoint of QS.

So, XY devides QS in the ration 1:1.

So, correct answer is option B.

i.e 1:1