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Alakeshkayshap:
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Since AD = CD
Thus, Angle DAC = Angle DCA = 35° [ Angles opp. to equal sides are equal ]
Therefore, using Angle Sum Property X + DAC + DCA = 180°
X = 180° - DAC + DCA
X = 180 ° - 35 + 35
X = 180-70
As, Co- Interior Angles have sum of 180°
Therefore, X + DAC + Y = 180°
110 + 35 + Y = 180
Again using Angle Sum Property,
Z + Y + CBA = 180°
Z + 35 + 68 = 180
Thus, Angle DAC = Angle DCA = 35° [ Angles opp. to equal sides are equal ]
Therefore, using Angle Sum Property X + DAC + DCA = 180°
X = 180° - DAC + DCA
X = 180 ° - 35 + 35
X = 180-70
As, Co- Interior Angles have sum of 180°
Therefore, X + DAC + Y = 180°
110 + 35 + Y = 180
Again using Angle Sum Property,
Z + Y + CBA = 180°
Z + 35 + 68 = 180
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