Question

find the shortest side of $\triangle tuv$, given that $m\angle t = 50^\circ$, $m\angle u = 72^\circ$, and $m\angle v = 58^\circ$.

Explanation:

Step1: Identify smallest angle

The smallest angle is $m\angle T = 50^\circ$.

Step2: Match angle to opposite side

In a triangle, the shortest side is opposite the smallest angle. $\angle T$ is opposite side $\overline{UV}$.

Answer:

$\overline{UV}$