In ∆ABC, AD is a median. E is the midpoint of BD and O is the midpoint of AE. Prove that ar(AOB)=1/8ar(ABC)
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In ABC, it is given that D is the midpoint of BC, E is the midpoint of BD and O is the midpoint of AE.
Then BE=41BC OR OE=21AE
WE know thet area of triangle =21h.b
Area of triangle ABC=21BC(AE)
Area of triangle BOE=21BE(OE)
Then area of triangleBOE=81area of triangleABCStep-by-step explanation:
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