Question

a point p stays in the same location when it is reflected over line l. what can you conclude about p? explain your reasoning.

Explanation:

A reflection over a line maps each point to its mirror image across that line. If a point does not move after the reflection, it must lie directly on the line of reflection—since the mirror image of a point on the line is the point itself.

Answer:

Point \( p \) lies on line \( l \). When a point is on the line of reflection, its reflection is itself, so it stays in the same location.