Question

Use the picture to fill in the green box Inequalities in two triangles

Answer 1

Step 1

Given;

Step 2

The size of the angle facing any side of a triangle determine how size or length of that side. The bigger the angle, the longer the side.

In a triangle, the largest side is opposite the largest angle and vice versa and the shortest side is opposite the smallest angle and vice versa

$\begin{gathered} The\text{ angle facing x=63}^{\circ} \\ The\text{ angle facing y=62}^{\circ} \end{gathered}$

Thus, 63 is bigger than 62. So we conclude that;

$x>y$

Answer;