Question

complete the congruence statement.

△fhg≅△□□

Explanation:

Step1: Match the vertices

In congruent triangles, corresponding vertices are in the same order.
In \(\triangle FHG\), vertex \(F\) has an angle of \(23^{\circ}\), vertex \(H\) has an angle of \(108^{\circ}\), and vertex \(G\) has an angle of \(49^{\circ}\).
In the other triangle, vertex \(J\) has an angle of \(23^{\circ}\), vertex \(K\) has an angle of \(108^{\circ}\), and vertex \(L\) has an angle of \(49^{\circ}\).

Step2: Write the congruence statement

Since \(F\) corresponds to \(J\), \(H\) corresponds to \(K\), and \(G\) corresponds to \(L\).

Answer:

\(\triangle FHG\cong\triangle JKL\)