Question

figure pqrs is reflected to form figure wxyz.
which side of figure wxyz corresponds with qr?
xy
which angle of figure wxyz corresponds with ∠p?
∠w ∠x
∠y ∠z

Explanation:

First Sub - Question (Corresponding Side)

When a figure is reflected, corresponding sides are the sides that are in the same relative position in the reflected figure as the original side in the pre - reflected figure. In the reflection of PQRS to WXYZ, by looking at the positions of the vertices, side $\overline{QR}$ in PQRS corresponds to $\overline{XY}$ in WXYZ because of the reflection symmetry (the vertices Q corresponds to X and R corresponds to Y).

In a reflection transformation, corresponding angles are the angles that are in the same relative position. Vertex P in figure PQRS corresponds to vertex W in figure WXYZ (due to the reflection over the vertical line of symmetry between the two figures). So, $\angle P$ in PQRS corresponds to $\angle W$ in WXYZ.

Answer:

$\overline{XY}$

Second Sub - Question (Corresponding Angle)