Question

complete the congruence statement. δonm ≡ δ

Explanation:

Step1: Identify corresponding vertices

In congruent triangles, corresponding angles and sides are equal. Looking at the angles and markings (for equal sides), we match the vertices.

Step2: Write congruence statement

Vertex \(O\) corresponds to vertex \(W\) (since the \(37^{\circ}\) angle is at \(O\) in \(\triangle ONM\) and at \(W\) in the other triangle). Vertex \(N\) corresponds to vertex \(Y\) (the side with one mark). Vertex \(M\) corresponds to vertex \(X\) (the \(22^{\circ}\) angle side with two marks).

Answer:

\(\triangle ONM\cong\triangle WYX\)