The value of x in the given figure
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Answer:
the 44 and the 58 99 12 23
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Answer:
In∆ABC
angle A+angleB+ Angle C=180°
Angle C=180-(AngleA+angleB)
Angle C=180°-65°
angleC(ACB)=115°
Now,
since AE is a line
AngleACB+ Angle BCE=180°
Angle BCE=180°-AngleACB
Angle BCE=180°-115°
Angle BCE=65°
Now,
In∆BCE
Angle BCE +AngleDEC=angle BDE (exterior Angle property)
65°+35°=Angle BDE
Angle BDE=100°=Angle X
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