Question

complete the congruence statement.
k j m l ≅

Explanation:

Step1: Identify corresponding vertices

In congruent quadrilaterals, corresponding sides and angles are equal. By comparing the markings (equal - length sides and equal - angles), we start with the first vertex.

Step2: Match vertices one - by - one

Vertex \(K\) corresponds to vertex \(R\) (since the angles at these vertices are marked as equal and the adjacent sides have the same marking pattern). Vertex \(J\) corresponds to vertex \(S\) (adjacent to the side with one mark and the angle marking). Vertex \(N\) corresponds to vertex \(T\) (adjacent to the side with two marks and the angle marking). Vertex \(L\) corresponds to vertex \(U\) (the remaining vertices).

Answer:

\(K J N L\cong R S T U\)