Circle the angle(s) that could never be the smallest angle of a triangle.
8 degrees 47 degrees 88 degrees 91 degrees
47, 88, 91
To determine the smallest angle of a triangle, we need to find the smallest value among the given angles.
To do this, compare the angles and identify the smallest one.
In this case, we have the following angles: 8 degrees, 47 degrees, 88 degrees, and 91 degrees.
Comparing these angles, we can determine that 8 degrees is the smallest angle among them.
Therefore, the answer is to circle the angle that could never be the smallest angle of a triangle: 8 degrees.