Question

ordering angles list the angles in order from smallest to largest. 19. t 6 9 r 5 s

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

The side lengths of \(\triangle RTS\) are \(RS = 5\), \(RT=6\), and \(ST = 9\). So, \(RS

Step3: Determine the angles opposite the sides

Let \(\angle T\) be opposite \(RS\), \(\angle S\) be opposite \(RT\), and \(\angle R\) be opposite \(ST\).

Answer:

\(\angle T,\angle S,\angle R\)