In triangle abc, line xy is parallel to side bc, it intersects side ab in x and side ac in line, if the line by divides this angle xyc
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As XY∣∣BC
∠XYB=∠CBY (1) ( Alternate interior angles)
BY bisects ∠XYC
∠XYB=∠CYB
by (1) ∠CBY=∠CYB
BC=CY ( side opposite to equal angles are equal)
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