In $ \triangle ABC $ and $ \triangle DEF $, if $ \overline { AB } \cong \overline { DE } $, $ \overline { AC } \cong \overline { DF} $, the degree measure of $ \angle E $ is $92$, and the degree measure of $ \angle F $ is $40$, then which of the following additional information would prove that $ \triangle ABC\cong \triangle DEF $?