The corresponding angles and corresponding sides of the two given triangles are equal.

So they are congruent.

The corresponding parts are

\(\displaystyle\angle{A}=\angle{D},\angle{C}=\angle{F}.\angle{B}=\angle{E}\)

\(\displaystyle\overline{{{A}{C}}}=\overline{{{D}{F}}},\overline{{{A}{B}}}=\overline{{{D}{E}}},\overline{{{B}{C}}}=\overline{{{E}{F}}}\)

Hence, the congruence statement is \(\displaystyle\triangle{A}{B}{C}\stackrel{\sim}{=}\triangle{D}{E}{F}\)

So they are congruent.

The corresponding parts are

\(\displaystyle\angle{A}=\angle{D},\angle{C}=\angle{F}.\angle{B}=\angle{E}\)

\(\displaystyle\overline{{{A}{C}}}=\overline{{{D}{F}}},\overline{{{A}{B}}}=\overline{{{D}{E}}},\overline{{{B}{C}}}=\overline{{{E}{F}}}\)

Hence, the congruence statement is \(\displaystyle\triangle{A}{B}{C}\stackrel{\sim}{=}\triangle{D}{E}{F}\)