Properties of Supplementary Angles
Various properties of Supplemenytary Angles are:
- Two supplementary angles are those that, when combined, have a sum equal to 180 degrees.
- Some of them are located in place which are directly connected while others are located at places which are not directly joined.
- What one angle is the sum of the other angle Given one angle and the supplement of that angle is another angle.
- If two angles are equal to the sum of the same angle both are equal or congruent.
- Two supplementary angles are those whose sum is equal to 180o and when laid side by side, their angle will span the entire line.
- Anyone of you who is a right angle, then its supplement is also a right angle.
- When discussing supplementary angle pairs, neither of the two angles can be acute and the other cannot be obtuse.
Supplementary Angles
Supplementary angles are two angles whose measures add up to 180°. In other words, if you have two angles, and when you add their measures together you get 180°, then those angles are considered supplementary. For example, if one angle measures 120°, the other angle must measure 60° to be supplementary to it.
Learn about, Supplementary Angles definition, examples and others in detail in this article.
Table of Content
- What are Supplementary Angles?
- Properties of Supplementary Angles
- Adjacent and Non-adjacent Supplementary Angles
- How to Find Supplementary Angle?
- Theorem of Supplementary Angles
- Complementary vs Supplementary Angles
- Applications of Supplementary Angles
- Examples on Supplementary Angles
- Practice Questions on Supplementary Angles
- FAQs on Supplementary Angles