Name the Angle Relationship between each building
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4 points
Corresponding Angles Vertical Angles Same-Side Interior Angles Alternate Interior Angles Alternate Exterior Angles
Shoe Store and Salon
Salon and City Hall
Park and Pizza Bell
General Store and Smoothie Shack
Shoe Store and Salon
Salon and City Hall
Park and Pizza Bell
General Store and Smoothie Shack
Shoe Store and Salon: Alternate Exterior Angles
Salon and City Hall: Alternate Interior Angles
Park and Pizza Bell: Same-Side Interior Angles
General Store and Smoothie Shack: Corresponding Angles
To determine the angle relationship between each building, let's go through each pair of buildings:
1. Shoe Store and Salon:
- Corresponding Angles: No corresponding angles as they are not parallel lines
- Vertical Angles: No vertical angles as they do not intersect
- Same-Side Interior Angles: No same-side interior angles as they do not share a transversal line
- Alternate Interior Angles: No alternate interior angles as they do not share a transversal line
- Alternate Exterior Angles: No alternate exterior angles as they do not share a transversal line
2. Salon and City Hall:
- Corresponding Angles: No corresponding angles as they are not parallel lines
- Vertical Angles: No vertical angles as they do not intersect
- Same-Side Interior Angles: No same-side interior angles as they do not share a transversal line
- Alternate Interior Angles: No alternate interior angles as they do not share a transversal line
- Alternate Exterior Angles: No alternate exterior angles as they do not share a transversal line
3. Park and Pizza Bell:
- Corresponding Angles: No corresponding angles as they are not parallel lines
- Vertical Angles: No vertical angles as they do not intersect
- Same-Side Interior Angles: No same-side interior angles as they do not share a transversal line
- Alternate Interior Angles: No alternate interior angles as they do not share a transversal line
- Alternate Exterior Angles: No alternate exterior angles as they do not share a transversal line
4. General Store and Smoothie Shack:
- Corresponding Angles: No corresponding angles as they are not parallel lines
- Vertical Angles: No vertical angles as they do not intersect
- Same-Side Interior Angles: No same-side interior angles as they do not share a transversal line
- Alternate Interior Angles: No alternate interior angles as they do not share a transversal line
- Alternate Exterior Angles: No alternate exterior angles as they do not share a transversal line
So, for each pair of buildings mentioned, there are no angle relationships such as corresponding angles, vertical angles, same-side interior angles, alternate interior angles, or alternate exterior angles.
To determine the angle relationship between each pair of buildings, we need to compare the angles formed by the intersecting lines or parallel lines.
1. Shoe Store and Salon: To determine the angle relationship between the Shoe Store and Salon, we need more information about the intersecting lines or parallel lines associated with these buildings.
2. Salon and City Hall: Similar to the previous situation, we need information about the intersecting lines or parallel lines associated with the Salon and City Hall buildings to determine the angle relationship.
3. Park and Pizza Bell: Again, we require additional information about the intersecting or parallel lines associated with the Park and Pizza Bell buildings in order to find the angle relationship.
4. General Store and Smoothie Shack: Similarly, without further information about the intersecting or parallel lines connected to the General Store and Smoothie Shack, we cannot determine the angle relationship between them.
As a result, it is not possible to name the angle relationship between each building without more context.