Given: \( \overline{L T} \cong \overline{T R}, \angle L T \cong \angle E T R, I T \| E R \)
Prove: \( \triangle L I T \cong \triangle T E R \)
\begin{tabular}{l|c}
& Statement \\
1. \( \overline{L T} \cong \overline{T R} \) & Reason \\
\hline 2. \( \angle L T \cong \cong \angle E T R \) & given \\
\hline 3. \( I T \| E R \) & given \\
\hline 4. \( \angle L T I \cong \angle E R T \) & given \\
\hline 5. \( \triangle L I T \cong \triangle T E R \) & \\
\hline
\end{tabular}