In a triangle ABC, let G be the centroid and let M, N be points in the interiors of the segments AB, AC
respectively, such that M, G, N are collinear. If r be the ratio of the triangle AMN to the area of the triangle
ABC, then evaluate r.
respectively, such that M, G, N are collinear. If r be the ratio of the triangle AMN to the area of the triangle
ABC, then evaluate r.
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