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in this AB and DE are parallel lines so /_ DCA = /_ BCA( alternate angles of parallel lines)
so angle BCA = 50 degree
now sum of all angles of triangles are 180 degree
so
BCA+ ABC + ACB= 180
50 + 80 + ACB=180
ACB= 180-130
ACB=50
the triangle is isosceles since the two angles are equal.
MARK ME AS BRAINLIEST......
Answered by
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Step-by-step explanation:
Given: AB||CD...
Therefore, angle ABC = Angle ACB (alternate interior angles)
since, angle ABC = angle ACB,
AB = AC ( sides opp to equal angles are equal)
therefore ∆ABC is an isoscles triangle
HENCE PROVED!
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