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Step-by-step explanation:
triangle ACD=35° and triangle ABD=75°
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In that triangle AD =DC
that means∆DAC=∆DCA=x
Given∆ADB=70°
then ∆ADC =180°-70°=110° (linear pair)
(Linear Pair means sum of two angles is =180°
that,
Sum of all angles in a triangle=180°
In triangle ACD,
∆ADC+∆DCA+∆DAC=180°
110+x+x=180°
110°+2x=180°.
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