Question

order the angles from least to greatest
triangle nqr with side nq = 21 m, nr = 24 m, qr = 17 m
least
1 ∠q
2 ∠n
3 ∠r
greatest

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

We have side lengths \(NR = 24\space m\), \(NQ=21\space m\), and \(RQ = 17\space m\). So, \(RQ

Step3: Determine the angles opposite the sides

The angle opposite \(RQ\) is \(\angle N\), the angle opposite \(NQ\) is \(\angle R\), and the angle opposite \(NR\) is \(\angle Q\).

Answer:

\(\angle N,\angle R,\angle Q\)