The values of ;
1. angle 1 = 125°
2. angle 2 = 55°
3. angle 3 = 55°
4. angle 4 = 125°
5. angle 5 = 55°
angle 6 = 55°
What are angles on parallel lines?
Angles on parallel lines exhibit specific relationships.
Corresponding angles are equal, alternate angles are equal, and interior angles on the same side are supplementary.
These properties occur when a transversal intersects two parallel lines.
1. angle 1 = 125° ( vertical angles)
2. angle 2 = 180 - 125 ( supplementary angles)
= 55°
3. angle 3 = 55° ( vertical angles)
4. angle 4 = angle 1 = 125° ( alternate interior angles)
5. angle 5 = angle 3 = 55° ( alternate interior angles)
6. angle 6 = angle 5 = 55° ( vertical angles)