Question

complete the statement below to prove that △tsu is congruent to △qpr.
the segment (overline{qr}) can be mapped to segment by any composition of rigid motions.
ts
us
tu

Explanation:

Step1: Recall congruent - triangle property

For two triangles to be congruent, corresponding sides must be equal in length and can be mapped onto each other by rigid motions (translations, rotations, reflections).

Step2: Identify corresponding sides

In congruent triangles $\triangle TSU$ and $\triangle QPR$, side $\overline{QR}$ corresponds to side $\overline{TS}$. Rigid motions can map $\overline{QR}$ to $\overline{TS}$ because they are corresponding sides of congruent triangles.

Answer:

TS