Question

In the same parallelogram as in the above
question, if diagonal QS is also drawn, prove
that triangle ROS is congruent to triangle
POQ, where O is the point of intersection of
the diagonals.​

Answer 1

Answer:

in parallelogram PQRS

Step-by-step explanation:

IN parallelogram opposite sides are equal diagonals are not equal so,PQ= SR ,SP=RQ , O Is the centre of the parallelogram PO=OR,SO=OQ hence tri POQ congruent tri SOR