Question

directions - use the diagram to complete the congruence statement:

Explanation:

Step1: Identify corresponding parts

In congruent triangles, corresponding angles and sides are equal. In \(\triangle BOW\) and the other triangle, the side with one mark in \(\triangle BOW\) (side \(BO\)) corresponds to the side with one mark in the other triangle (side \(MA\)). The angle \(O\) in \(\triangle BOW\) corresponds to angle \(A\) in the other triangle, and angle \(W\) in \(\triangle BOW\) corresponds to angle \(K\) in the other triangle.

Step2: Write the congruence statement

By the order of corresponding vertices (matching angles and sides), \(\triangle BOW\cong\triangle MAK\)

Answer:

\(\triangle MAK\)