Question

figure 1 and figure 2 below are congruent. which angle corresponds to angle c?

Explanation:

Step1: Recall congruent figures property

Congruent figures have corresponding angles equal, and the order of vertices matters. So we need to match the vertices of Figure 1 (C, B, E, D) with Figure 2 (L, K, N, M) by their positions.

Step2: Analyze vertex correspondence

Looking at the shape of Figure 1 (quadrilateral C - B - E - D) and Figure 2 (quadrilateral L - K - N - M), by comparing the orientation and the order of vertices (the sequence of the angles), angle C in Figure 1 should correspond to angle L in Figure 2 as the first vertex of each congruent quadrilateral (assuming the order of vertices is preserved in congruence: C corresponds to L, B to K, E to N, D to M).

Answer:

Angle \( L \) (or \( \angle L \)) corresponds to angle \( C \) (or \( \angle C \)).