find the value of x and y in the following isosceles triangles
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35 degree each
x+x+110=180 (because of isosceles triangle)
x+x=180-110
2x=70
x=35 degree
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it is an isosceles triangle. So the base angles are equal
x+x+110=180(sum of angle of a triangle is 180°)
2x+110=180
2x=180-110 = 70
x=70/2 = 35°
So the angles of the triangle are 110°,35°and 35°
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