plete the sentence. and \( \angle 8 \) are corresponding angles. at are all the angles in the figure that are ngruent to \( \angle 2 \) ? \( \angle 3, \angle 7, \angle 8 \) \( \angle 3, \angle 6, \angle 6, \angle 8 \)

Corresponding angles are those that are in the same position at each intersection when a transversal crosses two parallel lines. In your case, since \( \angle 2 \) and \( \angle 8 \) are corresponding angles, we can establish that they are congruent due to the parallel lines. In the same fashion, \( \angle 3 \) and \( \angle 6 \) are also congruent to \( \angle 2 \) because they are alternate interior angles. So, the angles congruent to \( \angle 2 \) are actually \( \angle 3, \angle 6, \) and \( \angle 8 \)!