in an equaliteral triangle ABC the side BC is trisected at D then AD square is equal
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GIVEN: Equilateral triangle ABC , SO each side is 'a' . BC is trisected , so BD = DE = EC = a/3 & AM is perpendicular to BC => M is mid point of BC. ... In an equilateral triangle ABC, D is a point on the side BC such that BD=1/3BC
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