the diagonals of a quadrilateral abcd intersect each other at the point o prove that if bo = od the triangles are equal in their areas
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The triangles have the same base that is AC. The formula of area of triangle is 1/2*b*h. If we know that area of the triangles is equal and they have the same base then the length of the height will also be equal. Therefore, DO=BO.
itspiyushsharma:
No it is Given that DO=BO.. We have to prove that the Triangles are equal
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If a Quadrialteral ABCD and thier diagonals intersect each other at O .. and if OD=OB then.. in Triangle DCB.OC is a Median.. And we Know that Median Divides a triangles in 2 equal Triangle.. So TRAINGLE DOC=TRAINGLE BOC.. Again in Traingle ADB.. AO is The Median.. So TRAINGLE DOA=TRAINGLE BOA...
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