Question

complete the congruence statement. △kml≅△

Explanation:

Step1: Match corresponding vertices

In congruent triangles, corresponding sides and angles are equal. By observing the side - length and angle - measure equalities, we match vertices. Vertex $K$ (right - angled vertex) corresponds to vertex $O$ (right - angled vertex), vertex $M$ (with $45^{\circ}$ angle and side of length 19 ft) corresponds to vertex $P$ (with $45^{\circ}$ angle and side of length 19 ft), and vertex $L$ corresponds to vertex $Q$.

Answer:

$\triangle KML\cong\triangle OPQ$