Answer:
JK, KI, IJ
Explanation:
The smaller the angle opposite to the side, the smaller the length of the side. In this way, since 44° is less than 50°, JK is shorter than KI.
To find the third angle, and thus whether IJ is longer or shorter than the first two sides, subtract the sum of the other two angles from 180°.
∠K
Thus, since 86° is greater than the other two angles, IJ is longer than the other two sides.
Therefore, from least to greatest, the side lengths of ΔIJK are ordered as JK, KI, IJ. QED