Question

draw the reflection of the following quadrilateral over the line $p$.

Explanation:

Step1: Find the distance of each vertex from line \( p \)

For each vertex of the quadrilateral, measure the horizontal distance from the line \( p \) (since line \( p \) is vertical).

Step2: Plot the reflected vertices

For each vertex, move the same horizontal distance from line \( p \) but in the opposite direction. For example, if a vertex is \( d \) units to the right of line \( p \), its reflection will be \( d \) units to the left of line \( p \).

Step3: Connect the reflected vertices

Once all the reflected vertices are plotted, connect them in the same order as the original quadrilateral to form the reflected quadrilateral.

Answer:

Follow the above steps to draw the reflection of the quadrilateral over line \( p \).