Question

mapping use the figure. a. connor lives at the angle that forms an alternate interior angle with georgia’s residence. label the location of connor’s home on the map. b. quincy lives at the angle that forms a consecutive interior angle with connor’s residence. label the location of quincy’s home on the map.

Explanation:

Step1: Recall angle - pair definitions

Alternate interior angles are non - adjacent angles between two parallel lines and on opposite sides of a transversal. Consecutive interior angles are non - adjacent angles between two parallel lines and on the same side of a transversal.

Step2: Locate Connor's home

Assume the streets are parallel lines and Bay Street is a transversal. The angle that forms an alternate interior angle with Georgia's residence is the location of Connor's home.

Step3: Locate Quincy's home

Once Connor's home is located, find the angle that forms a consecutive interior angle with Connor's residence to place Quincy's home.

Since this is a mapping problem based on geometric angle - pair relationships and we can't actually label on the provided image in text format, we describe the general process. If the map had a grid or more specific reference points, we could give more precise locations.

Answer:

The location of Connor's home is at the angle that is the alternate interior angle to the angle of Georgia's residence with respect to the parallel streets and the transversal (Bay Street). The location of Quincy's home is at the angle that forms a consecutive interior angle with Connor's residence with respect to the parallel streets and the transversal.