Find x and y in each of the following where DE parallel to BC
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since DE II BC and transversal BA cuts them
so, y=55°. {alternate interior angles}
In ∆ABC
BC=AC
angle A=angle B {angles opposite to equal sides}
y=angle B=55°
angle A+angle B+angle C=180°
x+55°+55°=180°
x+110°=180
x=180°-110°
x=70°
now, x=70°and y=55°
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