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Medians of Triangle

?Definition:

The median of the triangle is line segment drawn from any vertex
  of the triangle vertices to the midpoint of the opposite side of
                                      this vertex.

?Theorem (1):

              The medians of the triangle intersect at one point
                                (called concurrent point)

?Theorem (2):

                  The point of intersection of the medians in the
                triangle divides each of them by the ratio 1:2 from

                                              the base

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