Question

answer attempt 2 out of 2
$overline{gh}$ is a segment bisector. $overline{gh}$ is a perpendicular bisector. $g$ is the vertex of a right - angle. $h$ is the vertex of a right - angle. $g$ is the midpoint of a segment in the diagram.

Explanation:

Step1: Analyze segment bisector

Since no information is given about $\overline{GH}$ bisecting any segment, we cannot confirm it's a segment bisector.

Step2: Analyze perpendicular bisector

There is no indication that $\overline{GH}$ bisects a segment at a right - angle, so we cannot say it's a perpendicular bisector.

Step3: Identify right - angle vertex

We see a right - angle symbol at $G$, so $G$ is the vertex of a right - angle.

Step4: Check $H$ as right - angle vertex

There is no right - angle symbol at $H$, so $H$ is not the vertex of a right - angle.

Step5: Analyze mid - point of segment

We see that $G$ is marked as the mid - point of a segment (the two equal segments are indicated by the tick marks).

Answer:

$G$ is the vertex of a right angle.
$G$ is the midpoint of a segment in the diagram.