State the correspondence between the vertices, sides and angles of the following pair of congruent triangles.
$$\triangle ABC\cong \triangle EFD$$
Two triangles are congruent if the corresponding sides and corresponding angles are equal
$$\therefore$$ $$\triangle ABC\cong \triangle EFD$$ would mean that
Correspondence between vertices:
$$A\leftrightarrow E,B\leftrightarrow F,C\leftrightarrow D$$
Correspondence between sides
$$AB=EF,BC=FD,CA=DE$$
Correspondence between angles:
$$\angle A=\angle E$$, $$\angle B=\angle F$$, $$\angle C=\angle D$$