Questions: ST is perpendicular to RS, RU is perpendicular to TU, and angle TRU is congruent to angle RTS. Complete the proof that triangle RTU is congruent to triangle TRS. 1. ST is perpendicular to RS - Given 2. RU is perpendicular to TU - Given 3. angle TRU is congruent to angle RTS - Given 4. angle S is congruent to angle U 5. RT is congruent to RT - Reflexive Property of Congruence 6. triangle RTU is congruent to triangle TRS

Transcript text: $\overline{S T} \perp \overline{R S}, \overline{R U} \perp \overline{T U}$, and $\angle T R U \cong \angle R T S$. Complete the proof that $\triangle R T U \cong \triangle T R S$. \begin{tabular}{|l|l|l} \hline & Statement & Reason \\ \hline 1 & $\overline{S T} \perp \overline{R S}$ & Given \\ 2 & $\overline{R U} \perp \overline{T U}$ & Given \\ 3 & $\angle T R U \cong \angle R T S$ & Given \\ 4 & $\angle S \cong \angle U$ & \\ 5 & $\overline{R T} \cong \overline{R T}$ & Reflexive Property of Congruence \\ 6 & $\triangle R T U \cong \triangle T R S$ & \\ \hline \end{tabular}