Question

△joy
jo = 6.5m, oy = 12m, jy = 9.2m
arrange the angles from smallest to largest based on their measures.
∠o,∠j,∠y
∠y,∠o,∠j
∠j,∠o,∠y
∠y,∠j,∠o

Explanation:

Step1: Recall the triangle side - angle relationship

In a triangle, the larger the side length, the larger the angle opposite it.

Step2: Compare the side lengths

Given \(JO = 6.5m\), \(OY=12m\), \(JY = 9.2m\). We have \(JO

Step3: Determine the angle order

The angle opposite \(JO\) is \(\angle Y\), the angle opposite \(JY\) is \(\angle O\), and the angle opposite \(OY\) is \(\angle J\). So, \(\angle Y<\angle O<\angle J\).

Answer:

\(\angle Y,\angle O,\angle J\)