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Step-by-step explanation:
In ∆ADC,
60°+70°+c = 180° [Angle sum property]
c = 50°
a + 30° = c [ Exterior angle property]
a + 30° = 50°
a = 20°
In ∆ABD,
a + b + 30° = 180°
20° + b + 30° = 180°
b = 130°
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Answered by
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Step-by-step explanation:
In ABC
angle A+angle B+ angle C=180°
60°+70°+c=180°
c=(180-130)°
c=50°
angle BDA+angle ADC=180°(linear pair)
b+50°=180°
b=130°
in fig ABD
angle A+ angle B+ angle D=180°
30°+130°+a=180°
a=180°-160°
a=20°
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