find the value of x in the following figure...
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Answered by
9
Answer:
Therefore,the value of x = 115°, y = 65° and z = 115°.
Step-by-step explanation:
Given that:
- ∠AOD = 65°
To find:
- ∠AOC,∠AOD and ∠COB that means x,y and Z
Solution:
Now, ∠AOD = ∠BOC
∴ ∠AOD = 65° $\left[{{Vertically}\hspace{0.33em}{opposit}\hspace{0.33em}{angle}}\right]$
Also ∠AOD+∠BOD = 180° $\left[{{Angle}\hspace{0.33em}{of}\hspace{0.33em}{a}\hspace{0.33em}{lines}\hspace{0.33em}{pair}}\right]$
∴65°+∠BOD = 180°
or ∠BOD = 180°-65°
∠BOD = 115°
Again, ∠BOD = ∠AOC $\left[{{Vertically}\hspace{0.33em}{opposit}\hspace{0.33em}{angles}}\right]$
°.° ∠BOD = 115°
.°. ∠AOC = 115°
Therefore,the value of x = 115°, y = 65° and z = 115° Ans.
Answered by
3
Answer:
okk,I can understand dear,Ok post fast❣️
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