Question

in which of the following figure OA seems to be the bisector of the angle POQ​

Answer 1

Answer:

Here OP bisect ∠BOC

∴∠POC=∠BOP …………(i)

and OQ bisect ∠AOC

∴∠AOQ=∠COQ …………….(ii)

and ∠AOB=180 o

[∵AOB is a straight line]

⇒∠BOP+∠DOC+∠COQ+∠AOQ=180 o

⇒∠POC+∠POC+∠COQ+∠CO

=180 o[using (i) & (ii)]

⇒2∠POC+2∠COQ=480 o

⇒2(∠POC+∠COQ)=180 o

⇒2∠POQ=180 o

⇒∠POQ=90 o .

Answer 2

Answer:

Explanation:

in first figure oa seems to be bisector of angle poq

hiii i am good what about you