Question

Name a point on $\overline{ST}$that is not on $\overline{ST}$.

Short answer

The point$U$ is one required point.

Step-by-step solution

Step 1. Observe the given symbols.

The provided symbol $\overline{ST}$is a symbol that represents a line segment. Another provided symbol $\overline{ST}$is a symbol that represents a ray which has only one end point that is $S$.

Step 2. Identify the points that are present in both the symbols.

The symbol $\overline{ST}$contains only those points that are present in the boundary of the points $S$ and $T$.

Another symbol $\overline{ST}$contains points are beyond $S$.

Step 3. Make comparison between the points represented by both the given symbols.

The points $U$ and $V$ are only those two points which are present in $\overline{ST}$but not in role="math" localid="1649142262948" $\overline{ST}$.