Question

plzz.....solve this question it's too urgent.

Answer 1

AB is parallel to RS
O is the mid point Of AB
I) AO=Os given
AB=RS Given
<SOR =<AOB Vertically opposite angle
so AOB congruent to SOR.
By SAS rule of congruence
2) O is also the mid point Of BR by CPCT
because in two congruent triangles other corresponding parts are also equal

Answer 2

hay user here is ur answer

given:-
A line segment AB is parallel to RS
and O is mid-p.t of AS

To prove that:-
(1). triangle AOB IS congruent SOR
(2).O is mid p.t of BR

Proof:-

Consider angle aob and ROS
therefore AOB and angle ROS are equal
(because vertically opposite angles are equal)
Ao=so
AB=RA
therefore triangle AOB=ROS

(2).O is mid-p.t of AS............ (given)
therefore. O is also mid-p.t of BR
by CPCT

i hope it will helpful for u and please make me brainlist answer

@bad boy ❤