Question

answer attempt 1 out of 2
\\(\overline{mn}\\) is a segment bisector.
\\(m\\) is the vertex of two angles that are congruent to one another.
\\(n\\) is the vertex of two angles that are congruent to one another.
\\(n\\) is the vertex of a right angle.
\\(n\\) is the mid - point of a segment in the diagram.
none of the above.

Explanation:

Step1: Analyze segment bisector

There is no information indicating $\overline{MN}$ bisects a segment.

Step2: Analyze angle - congruence at M

There is no indication that angles with vertex $M$ are congruent.

Step3: Analyze angle - congruence at N

There is no indication that angles with vertex $N$ are congruent.

Step4: Analyze right - angle at N

There is no indication that there is a right - angle at $N$.

Step5: Analyze mid - point at N

There is no indication that $N$ is a mid - point of a segment.

Answer:

None of the above.