Question

△jlk≌△
complete the congruence statement.
work it out
not feeling ready yet? these can help:

Explanation:

Step1: Identify corresponding vertices

In triangle \( \triangle JLK\) and the other triangle, by comparing angles and side - markings (congruent sides). The right - angle vertex \(X\) in \( \triangle JLK\) corresponds to \(Y\) in the other triangle (both right - angles). The \(60^{\circ}\) angle vertex \(L\) in \( \triangle JLK\) corresponds to \(X\) in the other triangle (both \(60^{\circ}\) angles). The remaining vertex \(J\) in \( \triangle JLK\) corresponds to \(W\) in the other triangle.

Answer:

\(\triangle JLK\cong\triangle WYX\)