Asked by Misaki

Draw a counter example that shows that the statement, "if a segment is parallel to one side of a triangle and intersects two other sides then it must be the midsegment of that triangle" is false.

Please explain how i can prove this wrong! Thanks!
Answered by Steve
just draw a line parallel to one side, but almost on top of it. It is surely not the midsegment.

In fact, of all the possible parallel lines, only one <u>is</u> the midsegment!
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