Question

the triangles △qrs and △rqt are congruent. identify their common side or angle. the common part is

Explanation:

Step1: Analyze each option

• For \(\overline{RS}\): It is not a common side between \(\triangle QRS\) and \(\triangle RQT\).
• For \(\overline{QT}\): It is not a side of \(\triangle QRS\).
• For \(\angle QRS\): It is not an angle of \(\triangle RQT\).
• For \(\overline{QS}\): It is not a side of \(\triangle RQT\).
• For \(\angle RQS\): It is not an angle of \(\triangle RQT\).
• For \(\angle RQT\): It is not an angle of \(\triangle QRS\).
• For \(\overline{QR}\): It is a side of both \(\triangle QRS\) and \(\triangle RQT\).

Answer:

\(\overline{QR}\)