'Pre image' presentation slideshows

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New Jersey Center for Teaching and Learning Progressive Mathematics Initiative.

1.73k views • 163 slides

Mathematics 8 Support Mental Math Yearly Plan

Mathematics 8 Support Mental Math Yearly Plan. Mental Math: Geometry a) Unique Triangles. Identify whether this triangle is unique. Identify whether this triangle is unique. Identify whether this triangle is unique. Identify whether this triangle is unique.

904 views • 75 slides

Chapter 9

Chapter 9. Transformations. 9.1 Reflections. Types. There are four types of transformations: Reflections Translations Rotations Dilations The first three are congruency (Isometry) transformations. In other words the new figure is congruent to the old figure (Pre-Image).

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Hybrid BDD and All-SAT Method for Model Checking

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Discrete Structures Functions

Discrete Structures Functions. Dr. Muhammad Humayoun Assistant Professor COMSATS Institute of Computer Science, Lahore. mhumayoun@ciitlahore.edu.pk https://sites.google.com/a/ciitlahore.edu.pk/dstruct / A lot of material is taken from the slides of Dr. Atif and Dr. Mudassir.

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Functions

458 views • 33 slides

Functions

Functions. CS/APMA 202 Rosen section 1.8 Aaron Bloomfield. Definition of a function. A function takes an element from a set and maps it to a UNIQUE element in another set. Function terminology. f maps R to Z. f. R. Z. Co-domain. Domain. f(4.3). 4. 4.3. Pre-image of 4.

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Geometry

Geometry . Dilations. Goals. Identify Dilations Make drawings using dilations. Rigid Transformations. Previously studied in Chapter 7. Rotations Translations These were isometries : The pre-image and the image were congruent. Dilation. Dilations are non-rigid transformations.

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Transformations & Coordinate Geometry

Transformations & Coordinate Geometry. Transformations & Coordinate Geometry. You Should Learn:. Some basic properties of transformations and symmetry. Transformations. A rule for moving every point in a plane figure to a new location.

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Geometric Transformations

Geometric Transformations. by D. Fisher. Learning Targets. I can draw transformations of reflections, rotations, translations and combinations of these using graph paper, transparencies, and /or geometry software. Key Questions. What is a transformation? What is a pre-image?

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Identify, describe, an plot the results of one transformation on a coordinate plane.

Identify, describe, an plot the results of one transformation on a coordinate plane. By: Bremia Quinn. CLICK HERE. Main Menu. . What is a coordinate plane? . How to graph a coordinate? . What are transformations? . How do you form a reflection? .How do you form a translation?

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Introduction to Transformations / Translations

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Welcome to class. Please pick up a warm up off the table

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Translations

Translations. Definitions:. Transformations : It is a change that occurs that maps or moves a shape in a specific directions onto an image. These are translations, rotations, reflections, and dilations. Pre-image : The position of the shape before the change is made.

390 views • 14 slides

Translations

Translations. Definitions:. Transformations : It is a change that occurs that maps or moves a shape in a specific directions onto an image. These are translations, rotations, reflections, and dilations. Pre-image : The position of the shape before the change is made.

281 views • 14 slides

Transformation

these are called ISOMETRIES. Transformation. points, segments or shapes, which are moved from one location to another by: Reflection Translation Rotation Dilation. they remain the same size and shape. Changes SIZE not shape. What is a reflection?. plot point A (4,2).

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Warm up

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2.4: Dilations

2.4: Dilations. CCSS. A dilation is a transformation that changes the size of a figure but not its shape. The pre-image and the image are always similar shapes. A scale factor for a dilation with a center at the origin is k, which is found by

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1-7: Transformations in the Coordinate Plane

1-7: Transformations in the Coordinate Plane. A transformation is a change in the position, size, or shape of a figure. The original figure is called the pre-image . The new figure is called the image. Pre-image. Definitions. Image. Transformations.

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D ilations EQ: How do I transform a function where I do ?not maintain its size?

D ilations EQ: How do I transform a function where I do ?not maintain its size?. Dilation: A transformation that is not isometric or rigid. Si milarity: A dilation where the proportions and angles of the pre-image are maintained in ?the image. Ex A: (2x + 2, 2y - 2). Ex B: (2x - 1, 2y - 1).

117 views • 5 slides