'Collinear rays' presentation slideshows

ANGLE

ANGLE. A FIGURE FORMED BY TWO NONCOLLINEAR RAYS WITH A COMMON ENDPOINT. ANGLE. The TWO NONCOLLINEAR RAYS ( ray BP & ray BC ) are the SIDES of an angle. ANGLE. The point where the rays intersect is called the VERTEX of an angle. ANGLE MNEMONIC. S - Sides are 2 non-collinear rays .

454 views • 28 slides

ANGLE

ANGLE. A FIGURE FORMED BY TWO NONCOLLINEAR RAYS WITH A COMMON ENDPOINT. ANGLE. The TWO NONCOLLINEAR RAYS ( ray BP & ray BC ) are the SIDES of an angle. ANGLE. The point where the rays intersect is called the VERTEX of an angle. ANGLE MNEMONIC. S - Sides are 2 non-collinear rays .

520 views • 28 slides

ANGLE

ANGLE. A FIGURE FORMED BY TWO NONCOLLINEAR RAYS WITH A COMMON ENDPOINT. ANGLE. The TWO NONCOLLINEAR RAYS ( ray BP & ray BC ) are the SIDES of an angle. ANGLE. The point where the rays intersect is called the VERTEX of an angle. ANGLE MNEMONIC. S - Sides are 2 non-collinear rays .

399 views • 28 slides

Geometry Basics

Geometry Basics. Sections covered: 1.3 Points, Lines, & Planes 1.4 Segments, Rays, Parallel Lines, & Planes. Space. the set of all points. Points. location in space with no size, represented by a small dot and a letter. Line.

429 views • 27 slides

Angle Measure

Angle Measure. Sec: 1.4. Angles. Are formed By two non-collinear rays. They have a common endpoint. The two rays are called sides of an angle. The common endpoint is the vertex. Side. B. Vertex. A. C. Side.

319 views • 17 slides

Exploring Angles

351 views • 15 slides

Segments, Rays & Angles

364 views • 14 slides

Chapter 1 Lesson 3

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Lesson 2.8 Vertical Angles

Lesson 2.8 Vertical Angles. Objective: After studying this lesson you will be able to recognize opposite rays and vertical angles. A. C. B. Definition Two collinear rays that have a common endpoint and extend in different directions are called opposite rays.

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Get out your worksheets from yesterday. . . be ready to ask any questions

Get out your worksheets from yesterday. . . be ready to ask any questions. Section 1-4: Angle Measure. Ray. E. F. G. Has one endpoint and extends forever in the other direction. Opposite rays. Q. P. R. Share an endpoint and continue in opposite directions.

275 views • 10 slides

1.4 Segments, Rays, Parallel Lines and Planes

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2.8 Vertical Angle Theorem

2.8 Vertical Angle Theorem. Opposite Rays. Def: Opposite rays are two collinear rays that have a common endpoint and extend in opposite directions. C. A. A. B. B. but not. C. Vertical Angles.

212 views • 8 slides

Segments, Rays, Parallell Lines and Planes

Segments, Rays, Parallell Lines and Planes. 1-3. Definitions. Segment- a segment is a part of a line which contains two endpoints and all of the points between. Ray- A ray is a part of a line consisting of only one endpoint, and extending infinitely in the opposite direction.

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Aim: How do we identify segments and rays?

Aim: How do we identify segments and rays?. HW#4: textbook pg.25~26/1~23, 25~27, 46~49. Do-Now :Name the figure. 1) the right side. 2) the back. 3) Two pairs of parallel planes. Parallel planes are planes that do not intersect. A line and a plane

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1.3 Segments, Rays, Parallel Lines, and Planes

313 views • 6 slides