Angle Relationship Practice

Multiple Choice

Use the figure given below to name a pair of vertical angles.

• A   ∠AEB  and ∠DEF

• B   ∠AEB and  ∠BEF

• C   ∠AEB  and ∠CED

• D   ∠AEB  and ∠BEC

Multiple Choice

 Use the diagram to find the angle measures. 

   If m∠3 = 110°, find m∠2. 

• m∠2 is 90°

• m∠2 is 70°

• m∠2 is 120°

• m∠2 is 150°

Multiple Choice

Use the figure to find m∠ ACD.

• m∠ ACD is 24° since m∠ ACB and m∠DCE  are vertical angles.

• m∠ ACD is 31° since m∠ ACD and m∠DCE are supplementary angles.

• m∠ ACD is 125° since m∠ ACD and m∠DCE are supplementary angles.

• m∠ ACD is 149° since m∠ ACD and m∠DCE  are supplementary angles.

Multiple Choice

What is the measure of m∠DGE and m∠AGF, if m∠ AGB and

     m∠ DGE are vertical angles. Also, m∠ AGF and m∠CGD are 

     vertical angles.

• A m∠DGE = 30° and   m∠AGF = 30°

• B m∠DGE = 30° and  m∠AGF = 50°

•   C m∠DGE = 50° and  m∠AGF = 30°

•   D m∠DGE = 50° and  m∠AGF = 90°

Multiple Choice

Solve for x.

• 20

• 60

• 90

• 180

Multiple Choice

Solve for x.

• 78

• 13

• 26

• 90

Multiple Choice

What is the value of x?

• 60

• 26

• 14

• 10

Multiple Choice

Which pair of angles add up to 180 degrees?

• A and W

• C and X

• D and X

• A and C

Multiple Choice

What is the measure of ∠ABC?

• 25°

• 75°

• 108°

• 150°

Multiple Choice

Which of the following is NOT an example of supplementary angles?

• $$\angle7\ and\ \angle8$$  

• $$\angle2\ and\ \angle3$$  

• $$\angle1\ and\ \angle7$$  

• $$\angle6\ and\ \angle4$$