Question

the two triangles below are similar.
complete the similarity statement.
△pqr ~ △\boxed{}

Explanation:

Step1: Identify corresponding angles

In \(\triangle PQR\), \(\angle Q = 76^{\circ}\), \(\angle P=76^{\circ}\), \(\angle R = 28^{\circ}\). In \(\triangle DEF\), \(\angle F = 76^{\circ}\), \(\angle E=76^{\circ}\), \(\angle D = 28^{\circ}\).

Step2: Match vertices

Since \(\angle P\) corresponds to \(\angle E\), \(\angle Q\) corresponds to \(\angle F\), \(\angle R\) corresponds to \(\angle D\).

Answer:

\(\triangle PQR\sim\triangle EFD\)