Complementary, Supplementary, Opposite, Corresponding - Name to Rule (Level 1)
This math topic involves understanding different types of angle pairs, such as complementary, supplementary, opposite, corresponding, and adjacent angles. The focus is on recognizing these angle relationships and applying the correct geometric rules associated with them. It covers essential concepts in geometry related to intersecting, parallel, and perpendicular lines, helping to build a foundation in understanding how angles interact in various configurations. Each question presents a scenario describing a relationship between two angles and asks to identify a correct property of that angle pair.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
moreMath worksheet on 'Angles - Complementary, Supplementary, Opposite, Corresponding - Name to Rule (Level 1)'. Part of a broader unit on 'Geometry - Intersecting, Parallel, and Perpendicular Lines' Learn online: app.mobius.academy/math/units/geometry_lines_intersecting_parallel_perpendicular_intro/ |
Angles x and y are opposite |
What do we know about an opposite pair of angles? |
Angles x and y are identical |
Angles x and y add to 180º |
Angles x and y don't determine each other |
Angles x and y are adjacent |
What do we know about an adjacent pair of angles? |
Angles x and y add to 180º |
Angles x and y are identical |
Angles x and y don't determine each other |
Angles x and y are supplementary |
What do we know about a supplementary pair of angles? |
Angles x and y are identical |
Angles x and y add to 90º |
Angles x and y add to 180º |
Angles x and y are corresponding |
What do we know about a corresponding pair of angles? |
Angles x and y add to 180º |
Angles x and y add to 90º |
Angles x and y are identical |
Angles x and y are complementary |
What do we know about a complementary pair of angles? |
Angles x and y add to 90º |
Angles x and y don't determine each other |
Angles x and y are identical |