The midsegment hteorem states that:
In a triangle,the segment joining the sides of the 2 midpoints of these sides is parallel to the third side in the triangle(other than the 2 sides which the segment joins their midpts.)and is equal to half of it.
In a trapezoid,the segment joining the midpoints of the legs(the 2 nonparallel sides),is parallel to both the bases(parallel sides)and is equal to half their sum.
In a triangle,the segment joining the sides of the 2 midpoints of these sides is parallel to the third side in the triangle(other than the 2 sides which the segment joins their midpts.)and is equal to half of it.
In a trapezoid,the segment joining the midpoints of the legs(the 2 nonparallel sides),is parallel to both the bases(parallel sides)and is equal to half their sum.
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