1. The problem asks to identify the correct congruence statement between two triangles, △XYZ and △NQP, based on their vertex labels and side markings.
2. Congruent triangles have corresponding sides and angles equal. The order of vertices in the congruence statement must match corresponding vertices.
3. Given the left triangle vertices are X, Y, Z and the right triangle vertices are N, Q, P, we match vertices by corresponding sides:
- Side XY corresponds to side NQ
- Side YZ corresponds to side QP
- Side ZX corresponds to side PN
4. Therefore, the correct vertex correspondence is:
$$\triangle XYZ \cong \triangle NQP$$
5. This matches option A.
Final answer: A) $\triangle XYZ \cong \triangle NQP$
Triangle Congruence 9C69F1
Step-by-step solutions with LaTeX - clean, fast, and student-friendly.