find the value of x
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in ∆ADE ,
angle E = angle D = 63° [ angle opposite to equal side in a ∆ are equal ]
And , angle A + angle E +Angle = 180°
[sum of all angle of a ∆ are 180°]
angle A + 63°+63°= 180°
angel A +126°= 180°
angle A = 180°-126° = 54°
angel A = 54°
angle CAB = angle AED = 124°[ vertically opposite angle ]
let angel c = b= x [ angle opposite to equal side in a ∆ are equal ]
angel A + angle B + angel C = 180°
[sum of angles of a ∆ are 180° ]
X+X+54° =180°
2x + 54°= 180°
2x= 180°-54° = 126 °
2x = 126°
X= 126/2
X= 63 °
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