Identify a pair of alternate exterior angles. At the intersection of line a and line h, angle 1 is in the upper left, angle 2 is in the upper right, angle 3 is in the lower right, angle 8 is in the lower left. At the intersection of line b and line h, angle 7 is in the upper left, angle 4 is in the upper right, angle 5 is in the lower right, angle 6 is in the lower left. (1 point) Responses
Angel 3 and Angel 4
Angel 1 and Angel 2
Angel 1 and Angel 6
Angel 2 and Angel 6
Angle 1 and Angle 6
The pair of alternate exterior angles in this case are angle 1 and angle 4.
To identify a pair of alternate exterior angles, we need to look for angles that are located on the opposite sides of the transversal (line h) and outside the two intersected lines (a and b).
From the given information, it is clear that angles 1 and 4 are located on opposite sides of line h, and they are also outside lines a and b. Therefore, angles 1 and 4 form a pair of alternate exterior angles.
So the correct answer is: Angle 1 and Angle 4.