Angle Relationships Trivia Questions
When it comes to solving mathematic problems that involves angles we have noted that most of them have a relationship with another therefore making the math problem easier. The quiz below is designed to test out your skills on identifying the relationship. Give it a try and all the best!
- 1.
![Which line segment represents the transversal?
- ProProfs]( "Which line segment represents the transversal?")
Which line segment represents the transversal?- A.
The top parallel line
- B.
The diagonal line intersecting the parallel lines
- C.
The bottom parallel lines
- D.
There are no transversals
- 2.
![From the diagram identify which angles are not corresponding angles.
- ProProfs]( "From the diagram identify which angles are not corresponding angles.")
From the diagram identify which angles are not corresponding angles.- A.
Angle 4 and Angle 7
- B.
Angle 1 and Angle 3
- C.
Angle 3 and Angle 6
- D.
Angle 5 and Angle 8
- 3.
![Which of the following choices of angles are supplementary to each other?
- ProProfs]( "Which of the following choices of angles are supplementary to each other?")
Which of the following choices of angles are supplementary to each other?- A.
1 and 2
- B.
1 and 6
- C.
1 and 8
- D.
1 and 5
- 4.
![If angle 1 measures 55 degrees, what does angle 7 equal?
- ProProfs]( "If angle 1 measures 55 degrees, what does angle 7 equal?")
If angle 1 measures 55 degrees, what does angle 7 equal?- A.
55
- B.
180
- C.
135
- D.
125
- 5.
![If the m of angle A is 105º then which of the following statements is true?
- ProProfs]( "If the m of angle A is 105º then which of the following statements is true?")
If the m of angle A is 105º then which of the following statements is true?- A.
The measure of angle h is 105º
- B.
The measure of angle b is 105º
- C.
The measure of angle c is 105º
- D.
The measure of angle f is 105º
- 6.
![Name a pair of alternate interior angles:
- ProProfs]( "Name a pair of alternate interior angles:")
Name a pair of alternate interior angles:- A.
Angle b & angle f
- B.
Angle b & angle h
- C.
Angle d & angle h
- D.
Angle b & angle d
- 7.
![Name a pair of alternate exterior angles:
- ProProfs]( "Name a pair of alternate exterior angles:")
Name a pair of alternate exterior angles:- A.
Angle e & angle c
- B.
Angle e & angle f
- C.
Angle e & angle a
- D.
Angle f &angle b
- 8.
![Name a pair of supplementary angles:
- ProProfs]( "Name a pair of supplementary angles:")
Name a pair of supplementary angles:- A.
Angle g & angle a
- B.
Angle g & angle f
- C.
Angle g & angle e
- D.
Angle g & angle b
- 9.
![Name a pair of vertical angles:
- ProProfs]( "Name a pair of vertical angles:")
Name a pair of vertical angles:- A.
Angle A and angle B
- B.
Angle A & angle C
- C.
Angle A & angle E
- D.
Angle A & angle G
- 10.
![Name a pair of corresponding angles:
- ProProfs]( "Name a pair of corresponding angles:")
Name a pair of corresponding angles:- A.
Angle c & angle f
- B.
Angle c & angle e
- C.
Angle c & angle g
- D.
Angle c & angle a
- 11.In triangle ABC, angle A = 90º and angle B = 25º. In triangle DEF, angle E = 25º and angle F = 65º. Are the triangles similar?
- A.
True
- B.
False
- 12.What is y?
- A.
160
- B.
20
- C.
80
- 13.What is the missing angle?
- A.
133
- B.
47
- C.
43
- 14.What is x?
- A.
42
- B.
48
- C.
142
- 15.
![What is x? - ProProfs]( "What is x?")
What is x?- A.
20
- B.
90
- C.
30
- 16.
![Given that ST is parallel to QR, Are triangle SPT and triangle QPR similar and explain: - ProProfs]( "Given that ST is parallel to QR, Are triangle SPT and triangle QPR similar and explain:")
Given that ST is parallel to QR, Are triangle SPT and triangle QPR similar and explain:- A.
No
- B.
Yes
- C.
Yes, because angle Q corresponds to angle S and angle R corresponds to angle T
- D.
Yes, because angle Q corresponds to angle S and angle R corresponds to angle T. Since two angles are congruent, the two triangles are similar.
Questions: 10 | Attempts: 5462 | Last updated: Oct 1, 2021
Questions: 5 | Attempts: 1932 | Last updated: Jul 27, 2020
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Sample QuestionIdentify the angle relationship between the two angles shown.
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