In this worksheet, we will practice identifying angles as vertical or adjacent.
Q2:
If two angles are vertically opposite, then they have a common .
- Avertex and side
- Bside
- Cvertex
Q3:
The two angles and are called angles.
- A alternate
- B adjacent
- C corresponding
- D vertically opposite
Q4:
Which of the following statements applies to the given figure?
- A and are vertical angles.
- B and are adjacent angles.
- C and are adjacent angles.
- D and are vertical angles.
- E and are corresponding angles.
Q5:
Determine whether the angles and are adjacent, vertical, or neither adjacent nor vertical.
- A adjacent
- B neither adjacent nor vertical
- C vertical
Q6:
Determine whether the angles and are adjacent, vertical, or neither adjacent nor vertical.
- Aadjacent
- Bvertical
- Cneither adjacent nor vertical
Q7:
Determine whether the angles and are adjacent, vertical, or neither adjacent nor vertical.
- Aneither adjacent nor vertical
- Bvertical
- Cadjacent
Q8:
Are and adjacent angles?
- Ayes
- Bno
Q9:
Determine .
Q10:
Are and adjacent angles?
- Ano
- Byes
Q11:
Are and adjacent angles?
- Ano
- Byes
Q12:
Are and adjacent angles?
- Ano
- Byes
Q13:
Find the sum of the two adjacent angles given in the diagram.
Q14:
Find the sum of the two adjacent angles from the given angles in the diagram.
Q15:
Find an expression for the sum of the two adjacent angles from the given angles in the diagram.
- A
- B
- C
- D
- E