Name a pair of alternate interior angles in the picture below. At the intersection of the right vertical line and transversal: Angle A is upper right, angle B is lower right, angle C is upper left, and angle D is lower left. At the intersection of the left vertical line and transversal: Angle E is upper right, angle F is lower right, angle G is upper left, and angle H is lower left. (1 point) Responds

Angle A and Angle H
Angle C and Angle F
Angle E and Angle C
Angel E and Angel A

Angle C and Angle F

The pair of alternate interior angles in the picture below are Angle C and Angle F.

To identify the alternate interior angles, we need to look for angles that are on opposite sides of the transversal and on opposite sides of the two vertical lines. In this case, we can see that angles A and H are on opposite sides of the transversal and on opposite sides of the vertical lines as well. Therefore, Angle A and Angle H are the pair of alternate interior angles in the given picture.