What is Angle Relationship ?🎯

Question

Please List All the Types of Angle Relationships, and write what they do, in a image , or Text ,

Answer 1

Quick summary table:

Angle Relationship	Angles Measures Property	When Used
Complementary	Sum = 90°	Finding unknown angles in right triangles, etc.
Supplementary	Sum = 180°	Angles on a straight line, linear pairs
Adjacent	Share side and vertex	Nearby angles
Vertical	Opposite angles equal	Intersecting lines
Linear Pair	Adjacent & sum = 180°	Angles on a straight line
Corresponding	Equal if lines are parallel	Transversals cutting parallel lines
Alternate Interior	Equal if lines are parallel	Transversals cutting parallel lines
Alternate Exterior	Equal if lines are parallel	Transversals cutting parallel lines
Consecutive Interior	Sum = 180° if lines are parallel	Transversals cutting parallel lines

If you would like some visual aids to help, please let me know.

Answer 2

Angle Relationship What They Do / Mean
Complementary Angles	Two angles that add up to 90°. Example: 30° + 60° = 90°.
Supplementary Angles	Two angles that add up to 180°. Example: 110° + 70° = 180°.
Vertical (Opposite) Angles	Formed when two lines cross. They are always equal.
Adjacent Angles	Angles that share a common side and vertex — they sit next to each other.
Linear Pair	A pair of adjacent angles that form a straight line — they are supplementary.
Corresponding Angles	Formed when a transversal crosses parallel lines. They are in same position and equal.
Alternate Interior Angles	Inside the parallel lines, but on opposite sides of the transversal — equal.
Alternate Exterior Angles	Outside the parallel lines, opposite sides of the transversal — equal.
Same-Side Interior Angles	Inside the parallel lines, on the same side of the transversal — supplementary.

Angle relationships describe how two or more angles are connected or positioned with respect to each other; usually when lines intersect, are parallel, or form shapes. These relationships help us find unknown angle measures using rules and properties of geometry.