Vertical angles
Grade 7 math · Fieldbook Learning
Name ______________________ Date __________
Vertical angles are opposite each other where two lines cross, and they are equal.
- Two straight lines cross. One of the angles measures 109°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 105°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 90°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 124°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 28°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 8°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 165°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 43°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 82°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 94°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 35.5°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 11.5°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 146.5°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 46.5°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 5.5°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 52.5°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 4.5°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 123.5°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 160.5°. How many degrees is the angle directly opposite it (the vertical angle)?
- Two straight lines cross. One of the angles measures 41°. How many degrees is the angle directly opposite it (the vertical angle)?