## Presentation top top theme: "Any 2 angles whose amount is 180 degrees. Supplementary Angles."— Presentation transcript:

1

2 any kind of two angle whose sum is 180 degrees. Supplementary angles

3 70+x=180 x=110 Example:

4 complementary Angles any kind of two angles whose amount is 90 degrees.

5 Example: x+(x+30)=90 2x+30=90 2x=60 x=30

6 two angles throughout from each other on intersecting lines. Lock are always congruent! Vertical angle

7 Examples: b= ____ degrees

8 adjacent Angles 2 angles the are next to each other and share a typical side.

9 Example: typical side

10 direct Pair two angles that are surrounding and supplementary. They type a right line!

11 Example: 9x+3x=180 12x=180 X=15

12

13 evaluation 1)What is the worth of x? A.84 degrees B.24 degrees C.21 levels D.62 levels

14 evaluation 1)What is the value of x? A.66 levels B.132 levels C.21 degrees D.52 levels

15 testimonial 1)What is the worth of x? A.66 levels B.55 degrees C.21 levels D.12 levels

Download ppt "Any 2 angles whose amount is 180 degrees. Supplementary Angles."

### similar presentations

" alt="2-5 Proving angles Congruent"> " class="uk-overlay-area">

2-5 Proving angles Congruent

" alt="Adjacent, Vertical, Supplementary, and also Complementary Angles"> " class="uk-overlay-area">

Adjacent, Vertical, Supplementary, and also Complementary Angles

" alt="Lines, Segments, and also Rays. Heat A heat is perfect straight and also extends forever in both directions. Any kind of two point out on the line have the right to be used to name."> " class="uk-overlay-area">

Lines, Segments, and Rays. Line A heat is perfectly straight and also extends forever in both directions. Any two clues on the line deserve to be used to name.

You are watching: 2 angles whose sum is 180 degrees

" alt="Standard 2.0, 4.0. Angles formed by opposite rays."> " class="uk-overlay-area">

Standard 2.0, 4.0. Angles developed by opposite rays.

" alt="Warm Up:. Straight Pair I: two angles the share a typical vertex and together do a straight line (180°). M: What is the lacking measure?"> " class="uk-overlay-area">

Warm Up:. Direct Pair I: 2 angles that share a usual vertex and also together make a right line (180°). M: What is the missing measure?

" alt="Angle Relationships."> " class="uk-overlay-area">

Angle Relationships.

" alt="PARALLEL LINES and also TRANSVERSALS."> " class="uk-overlay-area">

PARALLEL LINES and TRANSVERSALS.

" alt="Section 2.7 PROVE angle PAIR RELATIONSHIPS. In this section… us will proceed to look in ~ 2 pillar proofs The proofs will describe relationships through angles."> " class="uk-overlay-area">

Section 2.7 PROVE edge PAIR RELATIONSHIPS. In this section… we will proceed to look in ~ 2 shaft proofs The proofs will describe relationships v angles.

" alt="Warm Up."> " class="uk-overlay-area">

Warm Up.

" alt="Angle Relationships ar 1-5 nearby angles angle in the same airplane that have actually a common vertex and also a typical side, however no common interior points."> " class="uk-overlay-area">

Angle Relationships section 1-5 adjacent angles angle in the same plane that have a typical vertex and also a common side, but no typical interior points.

" alt="Geometry ar 1.6 special Angle Pairs. Two angles are nearby angles if two angles are vertical angles if."> " class="uk-overlay-area">

Geometry ar 1.6 distinct Angle Pairs. Two angles are nearby angles if 2 angles space vertical angle if.

" alt="Angles Acute edge (def)- angle measure less than 90° best angle (def)- edge measure= 90° Obtuse angle (def)- edge measure higher than 90° Straight."> " class="uk-overlay-area">

Angles Acute edge (def)- edge measure less than 90° ideal angle (def)- edge measure= 90° Obtuse edge (def)- angle measure higher than 90° Straight.

" alt=" Vertical angles – space not adjacent, and also their political parties are formed by two intersecting currently 1 and also 3 are vertical angle 2 and 4 are vertical angles."> " class="uk-overlay-area">

Vertical angles – room not adjacent, and their political parties are developed by 2 intersecting present 1 and also 3 space vertical angles 2 and 4 space vertical angles.

" alt="Angle relationship Geometry 1.5."> " class="uk-overlay-area">

Angle relationships Geometry 1.5.

" alt="GEOMETRY ar 1.5: edge Relationships. Nearby angles - 2 angles that lie in the same airplane and have a typical vertex and common side, however no common."> " class="uk-overlay-area">

GEOMETRY ar 1.5: edge Relationships. Adjacent angles - 2 angles that lie in the same plane and have actually a typical vertex and also common side, but no common.

" alt="1.4 pairs of Angles nearby angles- two angles through a common vertex and also common side. (Side by side) straight pair- a pair of adjacent angles the make a."> " class="uk-overlay-area">

1.4 bag of Angles nearby angles- two angles with a typical vertex and common side. (Side through side) straight pair- a pair of adjacent angles the make a.

" alt="1.5 trying out Angle Pairs."> " class="uk-overlay-area">

1.5 exploring Angle Pairs.

" alt="2-4 unique Pairs the Angles objectives -Supplementary angles Complementary angles -Vertical angles."> " class="uk-overlay-area">

2-4 special Pairs of Angles missions -Supplementary angle Complementary angles -Vertical angles.

" alt="Chapter 1 - section 3 unique Angles. Supplementary Angles two or much more angles whose sum of their steps is 180 degrees. These angle are additionally known."> " class="uk-overlay-area">

Chapter 1 - section 3 distinct Angles. Supplementary Angles two or more angles whose amount of their steps is 180 degrees. These angles are also known.

" alt="Chapter 1 experimenting Geometry: Points, Lines, and also Angles in the Plane"> " class="uk-overlay-area">

Chapter 1 experimenting Geometry: Points, Lines, and also Angles in the Plane

comparable presentations

around project chathamtownfc.net terms of company

carry out Not SellMy an individual info

Feedback Privacy policy Feedback

© 2021 chathamtownfc.net Inc. All civil liberties reserved.

See more: Do You Know How Much Does 2000 Pennies Weigh ? How Many Pennies Per Pound, Penny Types

search

To do this website work, we log user data and also share it with processors. To use this website, you should agree to our Privacy Policy, including cookie policy. Ns agree.

Ads by Google