'Ruler postulate' presentation slideshows

Unit 1

Unit 1 . Foundations of Geometry. Points, Lines, and Planes . Unit 1: Foundations of Geometry. Background.

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Millau Bridge Sir Norman Foster

Millau Bridge Sir Norman Foster. Millenium Park Frank Lloyd Wright. Fallingwaters Frank Lloyd Wright. Point, Lines, Planes, Angles. 1.5 Postulates and Theorems Relating to Pts, Lines and Planes. Postulates. They are considered self-evident statements.

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Bellwork

Clickers. Bellwork. Find the average of -11 & 5 Solve Simplify Find to the nearest hundredth. Bellwork Solution. Find the average of -11 & 5. Bellwork Solution. Solve. Bellwork Solution. Simplify. Bellwork Solution. Find to the nearest hundredth.

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Focus

Focus. Graph and label the following points on a coordinate grid. P (-1, -1), Q (0, 4), R (-3, 5), S (2, 5), and T (3, -4) Name three noncollinear points. Name three collinear points. Name two intersecting lines. Measuring Segments and Angles. Lesson 1-4. The Ruler Postulate (1-5).

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Bell ringer

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1.3 Measuring Segments

1.3 Measuring Segments. Objectives -learn symbols for rays and segments -Define Postulate -Identify Ruler Postulate -Identify Segment Addition Postulate. T. V. M. -2. -1. 0. 1. 2. 3.

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Chapter 1 Section 1.3

Chapter 1 Section 1.3. Segments and Their Measures. More Definitions. Postulate/Axiom Rules that are accepted without proof Example: The sun rise postulate Tomorrow the sun will rise in the east. B. A. x 2. x 1. The Ruler Postulate Part 1.

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Lesson 1-2

Segments and Rays. Lesson 1-2. Postulates. Definition: An assumption that needs no explanation. Examples :. Through any two points there is exactly one line. A line contains at least two points. Through any three points, there is exactly one plane.

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Measuring Segments and Angles

Measuring Segments and Angles. 1.3 and 1.4. Take ruler out and tape string to the ruler please. We can calculate distance using the ruler postulate. How do we do this???. How is a line segment written again?. What is the length of ST? What is the length of TV?

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Segments and Congruence

Segments and Congruence. Section 1.2. Vocabulary. The real number that corresponds to a point is the coordinate of the point. Vocabulary. The distance between points A and B, written as AB, is the absolute value of the difference of the coordinates of A and B. Vocabulary.

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1.4 Angles and Measures

1.4 Angles and Measures. Angle Addition Postulate Classify angles. Definition of an angle. Two rays that have the same initial point ca lled the Vertex Named ?ABC A All angles are named with three letters. B The middle letter is the vertex. C.

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GBK Geometry

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1-3: Measuring Segments

1-3: Measuring Segments. Ruler Postulate. Ruler Postulate : Every point on a line can be paired with a real number. The real number that corresponds to a point is called the coordinate of the point. Distance.

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Lesson 3 : (1.5 ) Measuring Segments (1.6) Measuring Angles

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Lesson 3 : (1.5 ) Measuring Segments (1.6) Measuring Angles

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1.2 Use Segments and Congruence

1.2 Use Segments and Congruence. Objectives:. Understand segments have measures. Apply properties of segments. Postulates. In geometry, a postulate or axiom is a statement that describes a fundamental relationship between the basic terms of geometry.

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EXAMPLE 1

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EXAMPLE 1

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