QuestionIn triangle $D E F$, find the longest side given $m \angle D=59^{\circ}, m \angle E=76^{\circ}, m \angle F=45^{\circ}$.

Studdy Solution
Let's find out the greatest angle.
Since we know $m \angle D=59^{\circ}, m \angle=76^{\circ}$, and $m \angle F=45^{\circ}$, by comparing these, we notice that the greatest angle is $m \angle=76^{\circ}$.
The corresponding side opposite to this angle will be the longest.
So, the longest side is e.