solutions of this question
Attachments:
Answers
Answered by
2
BOC =120'
POQ=90'
If u like my answer give it brainlist answer
POQ=90'
If u like my answer give it brainlist answer
nagunayak888:
with explanation
but how 90'
listen
with explation how 90
AOC=60' THEREFORE BOC=180 - 60=120'
POC IS HALF OF BOC =60 AND
COQ IS HALF OF AOC =30'
POC +COQ =POQ =90-
Answered by
1
<AOC = 60° ---------- 1
& OQ is bisector of <AOC
=> <AOQ = <QOC = <AOC/2 = 30° -------- 2
NOW
<AOB is a straight angle
=> <AOB = 180° ---------- 3
(I) <BOC = <AOB - <AOC
= 180° - 60° (from 3 & 1)
=> <BOC = 120°
NOW
OP is the bisector of <BOC
=> <BOP = <POC = <BOC/2 = 60° ---------- 4
(ii) <POQ = <AOB - <BOP - <AOQ
= 180° - 60° - 30° (from 3, 4 & 2)
=> <POQ = 90°
Similar questions