In a ∆ABC, AB= AC and < ACD =110⁰, Find all the three interior angles of the triangle.
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this is an isoscale triangle
so ,
in isoscale triangle two sides and two angles are equal
accoding to question
AB= AC
angle A= angle D (isoscale triangle property)
Let angle A= x So. angle D = x angle C = 110 (given )
according to triangle sum theorem
x+x+110° = 180°
2x = 180°-110 °
2x = 70°
x = 70/2
x= 35°
so both the angles are of 35°
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