In $$ riangle X Y 2 $$ and $$ riangle L M N, \angle X=\angle M $$ and $$ \angle 4=\angle M $$ which sicle of $$ riangle \angle M M $$ Should be equal to the Sicle $$ X Y $$ of $$ riangle X Y 2 $$ So that the two triang are congrient? Give keoson?

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In $$ 	riangle X Y 2 $$ and $$ 	riangle L M N, \angle X=\angle M $$ and $$ \angle 4=\angle M $$ which sicle of $$ 	riangle \angle M M $$ Should be equal to the Sicle $$ X Y $$ of $$ 	riangle X Y 2 $$ So that the two triang are congrient? Give keoson?

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For triangles $$ 	riangle XY2 $$ and $$ 	riangle LMN $$ to be congruent, $$ \angle X $$ should equal $$ \angle M $$, $$ \angle N $$ should equal $$ \angle 4 $$, and the side $$ XY $$ should be equal to the side $$ MN $$.

In \( \triangle X Y 2 \) and \( \triangle L M N, \angle X=\angle M \) and \( \angle 4=\angle M \) which sicle of \( \triangle \angle M M \) Should be equal to the Sicle \( X Y \) of \( \triangle X Y 2 \) So that the two triang are congrient? Give keoson?

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In \( \triangle X Y 2 \) and \( \triangle L M N, \angle X=\angle M \) and \( \angle 4=\angle M \) which sicle of \( \triangle \angle M M \) Should be equal to the Sicle \( X Y \) of \( \triangle X Y 2 \) So that the two triang are congrient? Give keoson?

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