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Math Question

11. Given: \( \overline{J K}\|\overline{L M}, \overline{K L}\| \overline{M N}, \bar{J} \), ZOOM in
Complete the proof of \( \triangle J K L \cong \triangle L M I N \) by writing the letter of the reason in the box. Reasons may be used more than once. Not all reasons will be used.
\begin{tabular}{|c|c|}
\multicolumn{2}{c}{ Statements } & Reasons \\
1. JK \( \|\overline{L M}, \overline{K L}\| \overline{M N} \) & 1. 34 \\
\hline
\end{tabular}
2. \( \angle K H . \simeq \angle M L N: \angle K L J=\angle M F Z \).
2. 35
3. \( J K \cong \angle M \)
\( 3.36 \)
4. \( \angle K I=\angle L . M N \)
4.
Reasons Bank:
A. Given
B. Reflexive Property
C. Alternate Interior Angles
D. Corresponding Angles
E. Angle-Side-Angle
F. Angle-Angleside

Solution

solution

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