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Yes and no.

Each median divides the triangle into two such that for any point on the median, the mass on one side is balanced by the mass on the other. But the mass ahead of that point may or may not balance the mass behind.

It is the point of intersection of the medians - the centroid - which is the centre of mass or centre of balance of the triangle.

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12y ago

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Q: Is the median the center of balance of triangle?
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