Question

In a rectangle PQRS ,the diagonals, bisect each other at 'O' prove that triangle POQ~= triangle ROS​

Answer 1

Hey fam!

Given,

PQRS is a rectangle.

O is the point of intersection of the diagonals.

To prove :- Triangle POQ congruent to Triangle ROS

Proof:-

In triangle POQ and triangle ROS,

PQ = SR{opposite sides of rectangle are equal}

angle OPQ = angle ORS

angle OQP = angle OSR

{alt. int. angles cause opposite sides of reatangle are parallel}

Therefore,

Triangle POQ congruent triangle ROS by ASA criterion.

Cheers!

Answer 2

Answer:

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