Question

value: 10 order the sides of each triangle from shortest to longest. a. $overline{xv}$ b. $overline{wx}$ c. $overline{vw}$ 1. shortest = 2. middle = 3. longest =

Explanation:

Step1: Recall angle - side relationship

In a triangle, the side opposite the smallest angle is the shortest and the side opposite the largest angle is the longest.

Step2: Identify smallest angle

The smallest angle in \(\triangle WXV\) is \(41^{\circ}\), and the side opposite it is \(\overline{XV}\).

Step3: Identify middle - sized angle

The middle - sized angle is \(54^{\circ}\), and the side opposite it is \(\overline{WX}\).

Step4: Identify largest angle

The largest angle is \(85^{\circ}\), and the side opposite it is \(\overline{VW}\).

Answer:

1. Shortest = a. \(\overline{XV}\)
2. Middle = b. \(\overline{WX}\)
3. Longest = c. \(\overline{VW}\)