Question: BIG IDEAS MATH bkemp033 #10 i Select the counterexample that shows that the conjecture is false. Conjecture: A line s divides MN into two line

BIG IDEAS MATH bkemp033 #10 i Select the counterexample that shows that the conjecture is false. Conjecture: A line s divides MN into two line segments. So, the line s is the segment bisector of MN . If another line also divides MN , then line s is not the only segment bisector of MN . Line s must intersect MN at a right angle in order to be the segment bisector of MN . If line s intersects MN anywhere besides the midpoint, it is not the segment bisector of MN . O If line s intersects MN at the midpoint, it is the perpendicular bisector of MN

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