In the given figure ab=bc and ad=ec proove that bd=be
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in traingle ABD and traingle BEC
<ADB = <BED ( angles opposite to the equal sides are equal)
<ABD = <EBC (angles opposite to the equal sides are equal)
AB = BC (given)
traingle ABD is congruent to traingle BCE (By AAS congruency rule )
So , BD = BE ( By CPCT)
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