Question

If ray OC stands on line AB such that ∠AOC = ∠BOC, then find ∠BOC.​ pls donin step bg step.​

Answer 1

Answer:

In figure, ray OC stands on the line AB; ray OL and ray OM are angle bisector of ∠AOC and ∠BOC, respectively. Find ∠LOM.

Answer 2

Answer:

AB is a straight line in which OC is standing means OC is perpendicular To AB.

So

OF perpendicular to AB then,

O is the M.p of AB, AngLe BOC=Angle AOC

BOC=90 degree becoz oc perpendicular to AB.

Boc+Aoc=180 (linear pair).

2AOC=180degree

AOC=180/2=90degree.

then angleBOC =90 degree.

hence proved.

hope it helps.