BRAINLIEST AND THANKS!
In the diagram, lines "e" and "m" are parallel to each other and lines "p" and "q" are transversals. Use properties of special angles, formed by parallel lines and their transversals, to describe the relationship between the angles.
Note: Figure is not drawn to scale.
e || m; lines p and q are transversals
m∠3 = 65°
m∠15 = 120°
1. ∠6 and ∠4 are ___________ angles.
A) Same side interior angles
B) Alternate interior angles
C) Alternate exterior angles
2. ∠6 and ∠2 are ___________ angles.
A) Alternate interior angles
B) Alternate exterior angles
C) Corresponding angles
3. ∠5 and ∠7 are ___________ angles.
A) Vertical angles
B) Supplementary angles
C) Corresponding angles
4. ∠19 and ∠17 are ___________ angles.
A) Corresponding angles
B) Alternate interior angles
C) Supplementary angles
5. ∠9 and ∠11 are ___________ angles.
A) Supplementary angles
B) Vertical angles
C) Alternate interior angles
6. ∠21 and ∠15 are ___________ angles.
A) Alternate interior angles
B) Alternate exterior angles
C) Same side interior angles
7. ∠17 and ∠14 are ___________ angles.
A) Alternate exterior angles
B) Supplementary angles
C) Corresponding angles
8. ∠3 and ∠8 are ___________ angles.
A) Same side interior angles
B) Alternate exterior angles
C) Alternate interior angles
