Angle Relationships Teacher Twins©2014.

Slides:

Advertisements

Similar presentations

Adjacent, Vertical, Supplementary, and Complementary Angles

Advertisements

Lines, Segments, and Rays. Line  A line is perfectly straight and extends forever in both directions. Any two points on the line can be used to name.

Lesson 9.2 Angle Relationships and Parallel Lines

Warm Up:. Linear Pair I: Two angles that share a common vertex and together make a straight line (180°). M: What is the missing measure?

Angle Relationships.

Adjacent, vertical, complementary and supplementary angles

Angle Relationships.

Section 2.7 PROVE ANGLE PAIR RELATIONSHIPS. In this section… We will continue to look at 2 column proofs The proofs will refer to relationships with angles.

4.6 Warm Up  Do #5-8 on pg (M1) Properties of Special Angles.

Angle Relationships Section 1-5 Adjacent angles Angles in the same plane that have a common vertex and a common side, but no common interior points.

Angles Acute angle (def)- angle measure less than 90° Right angle (def)- angle measure= 90° Obtuse angle (def)- angle measure greater than 90° Straight.

Angle Relationships Geometry 1.5.

Math I CAN find the measure of angles. I CAN construct angles.

Angles have two rays that share a common endpoint called the vertex. vertex rays (vertices)

Line and Angle Relationships

1.4 Pairs of Angles Adjacent angles- two angles with a common vertex and common side. (Side by side) Linear pair- a pair of adjacent angles that make a.

Line and Angle Relationships Sec 6.1 GOALS: To learn vocabulary To identify angles and relationships of angles formed by tow parallel lines cut by a transversal.

- is a flat surface that extends in all directions. Objective - To identify angles as vertical, adjacent, complementary and supplementary. Plane.

10-3 Angle Relationships G2:Properties of 2- dimensional figures.

Angle and Triangle Flash Cards

Warm Up Name an example of: Obtuse, acute, straight, & adjacent ∠ ’s (Be sure to use 3 letters when naming the ∠ ) B H T A M.

Angle Relationships.

1-3 Pairs of Angles.

Line and Angle Relationships By: Lexie Helsell and Molly Michels.

7.G.5 ~ Find measures of angles formed by intersecting lines.

Opening Activity #1 Turn in your Are You Ready?. #2 Have a pencil out & complete your progress tracker for your Ch. 7 pretest. #3 Go to xtramath.org and.

Angle Relationships Lesson 54Power Up KPage 367. Angle Relationships Adjacent angles: share a common vertex and side, but don’t over lap. Vertical (opposite)

Any two angles whose sum is 180 degrees. Supplementary Angles.

Lines and Angles Ray Congruent Equal in size and shape.

I CAN FIND UNKNOWN ANGLE MEASURES BY WRITING AND SOLVING EQUATIONS. 6.1 Angle Measures.

Angles Project Endiya, Nick, and Mason 5th period Let’s get learning…

Angles Project pd.5 By:Chrishard,Odrae,Justin. Right Angle-exactly 90 degrees. Example: X+62= X=28 Definitions.

ANGLE RELATIONSHIPS Mrs. Insalaca 8 th Grade Math.

Proving the Vertical Angles Theorem (5.5.1) May 11th, 2016.

Angles #29 Acute angle (def)- angle less than 90° # 28 Right angle (def)- angle = 90° #30 Obtuse angle (def)- angle greater than 90° #31 Straight angle.

Angles Review. Right Angle Discuss with your neighbor the definition of a right angle. How would you solve the below missing measure? 42 

7-2 Measuring and Classifying Angles What You’ll Learn To measure and describe angles To measure and describe angles To work with pairs of angles To work.

2.1/2.2 Angles and Triangles Warm-up (IN)

Angle presentation.

Angle Relationships.

7.G.5 ~ Find measures of angles formed by intersecting lines

Angle Relationships Lesson 1.5.

Do Now Classify each angle as acute, right, obtuse or straight.

Objective: To recognize and classify angles and

Angle Relationships & Parallel Lines

Topic 1-5 Angle Relationships.

Angle Pairs More Angle Pairs Definitions Pictures Angles

Angle Relationships.

I can write and solve equations to find unknown angle measures.

Angle Relationships.

Prove Angle Pair Relationships

Line and Angle Relationships Intro and Review

Vertical and Adjacent Angles

Types of Angles & Their Relationships

Angle Relationships How can you use Angle Relationships to solve problems? How would you measure the opposite angles formed by two intersecting lines,

Adjacent, Vertical, Supplementary, and Complementary Angles

Angle Relationships Teacher Twins©2014.

Ifc: Ratios, Rates, Proportions

Two angles that add up to 90 degrees.

1-5 Angle Relations.

Angles TeacherTwins©2014.

Angle Relationships By Trudy Robertson.

Chapter 2 : Angles Vocabulary Terms.

Exploring Angles and Angle Relationships

Angles An angle is made up of 2 rays with a common end point called the vertex. Angles are measured in units called degrees. Vertex- the point where the.

Lesson 1: Angles and Angle Classification

Unit 4A – Geometric Figures Lesson 1 Classify Angles

Presentation transcript:

Angle Relationships Teacher Twins©2014

Warm Up 49 + b + 45 = 180 x + 98 + 55 =180 15 + 67 + k = 180 b = 86

Angle Relationships

Angle Review acute right obtuse straight Angles that have measures less than 90⁰ are ___________ angles. Angles that have measures equal to 90⁰ are ___________ angles. Angles that have measures greater than 90⁰ are ___________ angles. Angles that have measures equal to 180⁰ are ___________ angles. acute right obtuse straight

__________ angles are opposite angles formed by lines that intersect __________ angles are opposite angles formed by lines that intersect. They are congruent. __________ angles share a common side and have the same vertex. They do not overlap. The sum of the measures of ____________ angles is 90⁰. The sum of the measures of ____________ angles is 180⁰. Vertical Adjacent complementary supplementary

Practice 1. 142⁰ 150⁰

Adjacent- a& b, b & c, c & d, d & e, e & f, f & a 3. List all of the vertical angles and all of the adjacent angles in the figure below. Vertical- a & d , b & e, f & c Adjacent- a& b, b & c, c & d, d & e, e & f, f & a c = 80⁰, d = 30⁰, e = 70⁰, f= 80⁰

Closure List all angle types for the picture below. < 1 acute, <2 obtuse, < 1 & 2 adjacent, straight, supplementary