Corresponding Angles Diagram Horizontal lines f and g are shown with a transversal line z that goes from the upper left to the lower right. Arrows on the lines f and g indicate that they are parallel. The intersection of lines f and z creates 4 angles. Angle 1 is in the upper left, angle 2 is in the upper right, angle 3 is in the lower left, and angle 4 is in the lower right. The intersection of lines g and z creates 4 angles. Angle 5 is in the upper left, angle 6 is in the upper right, angle 7 is in the lower left, and angle 8 is in the lower right. Question Multiple Choice Use the Corresponding Angles diagram to answer the question. Which angle is congruent to 1? (1 point) Responses
angle 2
angle 5
angle 6
angle 7
The corresponding angle to angle 1 is angle 5.
Angle 5 is congruent to angle 1.
To determine which angle is congruent to 1, we need to identify the corresponding angle. Corresponding angles are formed when a transversal line intersects two parallel lines. In this case, lines f and g are parallel, and transversal line z intersects them.
Looking at the diagram, angle 1 and angle 5 are formed where line f and transversal line z intersect. Therefore, angle 1 is congruent to angle 5.
So, the correct response is "angle 5".