'Intersecting lines' presentation slideshows

The Geometry of Three Dimensions

Geometry Chap 11. The Geometry of Three Dimensions. Eleanor Roosevelt High School Chin-Sung Lin. ERHS Math Geometry. The Geometry of Three Dimensions. The geometry of three dimensions is called solid geometry. Mr. Chin-Sung Lin. ERHS Math Geometry. Points, Lines, and Planes.

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Intro to Photography

Intro to Photography. Composition Guidelines. Definition: The arrangement of your elements of art and design principles. Elements of Art: Line, shape, color, value, form, texture, space. Principles of Design: Balance, contrast, emphasis, movement, pattern, rhythm, unity. Rule of Thirds.

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Our geometry treasure hunt!

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Properties of circles

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LINES, RAYS, AND PLANES

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Fifth Grade Mathematics Geometry

Fifth Grade Mathematics Geometry. Parent Workshop Tuesday, October 26, 2010 Presented by J. Jove & N. Smith. California Math Standards for Fifth Grade. Measurement and Geometry (MG)

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Chapter 10.4 & 10.5

Chapter 10.4 & 10.5. 10.4 Using Inscribed Angles and Polygons. Inscribed angle- an angle whose vertex is on a circle and whose sides contain chords of the circle. Intercepted arc- an arc that lies in the interior of an inscribed angle and has endpoints on the angle.

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Geometry with Gavin

Geometry with Gavin. Shapes And surprises. Parallel lines. 2 lines that look the same but will never cross. These is a parallel line, AKA CARDS. . Perpendicular lines. They are lines that are crossing each other. These are cards again.

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Geometric Lines

Geometric Lines . You Can Find Geometric Lines in the Real World. In Art. On Roads. In Games. On Our Flag. On Maps. Types of Lines. A line is a collection of points along a straight path that goes on and on in opposite directions. A line has no endpoints.

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Geometry in my life

Geometry in my life. By Amanda Horton. circle. A circle is a round shape with no edges points this shape has 1 face. Intersecting lines. Intersecting line is where two lines cross each others path. Sphere . A sphere is a 3d shape that is round and has no vertices points or edges. Octagon .

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Digital Photography

Digital Photography. Directed by Emiliano Alvin is a co-producer and Kalex is the photographer. By Alvin,Emiliano,Kalex. 2d object. 3d object. Parallel lines. polygon. Obtuse angle. calculator. Number. Acute angle. Straight line. Intersecting lines.

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digital Photos

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Geometry in the life Of William.

Geometry in the life Of William. Sphere. A Sphere is A 3d shape with 0 Edges 0 Faces and 0 Vertices. Cylinder. A Cylinder is a shape with 2 Faces 0 Vertices and o Edges. Triangle. A 2d shape with one big face. I see a lot of shapes how many do you see. ?. Cube.

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Digital photography

Digital photography. By : Francisco Villalobos , Laura Diaz and Alid Cedeno. 2D Object. 3D Object. Straight Line. Intersecting Lines. Acute Angle. Obtuse Angle. Parallel Lines. Right Angle. Number. Smaller than 2in.

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Angle Relationships

Angle Relationships. Common Necessary Vocabulary for Parallel and Intersecting Lines. Parallel Lines. 2 lines are parallel if the lie in the same plane and do not intersect. PARALLEL LINES. INTERSECTING LINES. Transversal. A Transversal is any line that intersect two other lines. *.

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Solving Systems of Equations

Solving Systems of Equations. We have seen previously that a system of two equations in two unknowns has only 3 possible solution sets . A unique solution ; exactly one ordered pair (r, s) that satisfies both equations. The graphs of the corresponding lines intersect once .

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Think About It!!

Think About It!!. Describe the locus of points a distance of 2 from a line segment of length 5. Locus of 2 Parallel Lines and Locus of 2 Intersecting Lines. Geometry Unit 7, Day 4 Ms. Reed. Objective:. To learn how to find the locus of two parallel lines

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GEOMETRY Tigers

GEOMETRY Tigers. SERENITY, MIRANDA, KAITLYN, GAEL. R ectangle. Hexagon. Intersecting Lines. Obtuse triangle. Parallel Lines. Right Angle. Parallel lines.

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Warm Up 8/31/12

Warm Up 8/31/12. Pick an object in the real world (outside of this classroom) that represents each of the following Point Line Plane Intersecting lines Intersecting planes. Line Segment . Characteristics:

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Module 3B:

Module 3B:. Geometric Relationships. Special Pairs of Angles: Complementary Angles - Angles that have a sum of 90 degrees. 25 + 65 = 90 Supplementary Angles- Angles that have a sum of 180 degrees. 140 + 40 = 180. 65?. 25?. 140?. 40?.

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