Question

state and prove converse of midpoint theorem​

Answer 1

converse of mid-point theorem: it states that in a triangle line drawn from the mid-point of the one side of triangle, parallel to the other side intersect the third side at its mid-point. ... from D a line DE is drawn parallel to BC, intersect AC at E.

Answer 2

Step-by-step explanation:

converse of mid-point theorem: it states that in a triangle line drawn from the mid-point of the one side of triangle, parallel to the other side intersect the third side at its mid-point. ... from D a line DE is drawn parallel to BC, intersect AC at E.Jan 15, 2018