4 in OE is the bisector of BOD. angle 1=70, find the magnitude of angle 2, angle 3 and angle 4
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Answered by
4
According to the figure,
∠COB=∠AOD and
∠AOC=∠BOD=140
o
[ ∵ vertically opposite angles]
We know that,
sum of all the angles around a point =360o
∠BOD+∠AOD+∠AOC+∠COB=360o
∠BOD+∠AOD+∠BOD+∠AOD=360o
2∠BOD+2∠AOD=360o
∠BOD+∠AOD=180o
140+∠AOD=180o
∠AOD=180o −140o
∠AOD=20o
=> ∠COB=20o
∠AOC=∠BOD=140o
∴∠2=∠4=20°
and ∠3=140°
.
Answered by
6
Answer:
Post the question properly your question is not proper some values are missing .
Step-by-step explanation:
Btw thanks for the points.
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