Answer
$C$
Work Step by Step
Corresponding parts of congruent triangles are congruent. If $\triangle DEF$ is congruent to $\triangle LMN$, then vertex $D$ corresponds to vertex $L$, vertex $E$ corresponds to vertex $M$, and vertex $F$ corresponds to vertex $N$. Let's look at the different answer options:
A. $\overline{DE}$ is congruent to $\overline{LM}$, not $\overline{LN}$. This statement is false.
B. $\overline{FE}$ is congruent to $\overline{NM}$, not $\overline{NL}$. This statement is false.
C. $\angle N$ is congruent to $\angle F$. This statement is true.
D. $\angle M$ is congruent to $\angle E$, not $\angle F$. This statement is false.
Our answer is option $C$.
