Polygon has the center of symmetry O. Prove that the sum of the distances to its vertices is minimal for point O.
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Expert's answer
2010-06-03T15:13:18-0400
If A and A’ are symmetrical about the point O vertices of the polygon then the sum of the distances to points A and A’ is the same for all points of the segment AA’. For all other points it is bigger. Point O belongs to all such segments.
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