Identify Angle Pair Relationships

Alternate Exterior Angles

Alternate Interior Angles

Same Side Interior Angles

Corresponding Angles

They are supplementary

They are on the same side of the transversal

They are between the parallel lines

They are same-side exterior angles

None, all of these statements are true

Alternate Interior

Alternate Exterior

Corresponding

Vertical

Alternate Interior

Alternate Exterior

Corresponding

Same Side Interior

Alternate Interior

Alternate Exterior

Corresponding

Same Side Interior

Alternate Interior

Alternate Exterior

Corresponding

Same Side-Interior

27

72

108

153

y = 20

y = 120

y = 60

y = 10

$$\angle1$$  and  $$\angle6$$  

$$\angle6$$  and $$\angle5$$  

$$\angle7$$  and $$\angle8$$  

$$\angle4$$  and $$\angle8$$  

 and $$\angle3$$  and $$\angle8$$  

$$\angle7$$  and $$\angle2$$  

$$\angle7$$  and $$\angle8$$  

$$\angle4$$  and $$\angle8$$