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Game Board $ 200 $ 200 $ 200 $ 200 $ 200 $ 400 $ 400 $ 400 $ 400 $ 400 $ 10 0 $ 10 0 $ 10 0 $ 10 0 $ 10 0 $ 300 $ 300 $ 300 $ 300 $ 300 $ 500 $ 500 $ 500 $ 500 $ 500 The Coordinate Grid TranslationReflectionRotation Name that Transforma tion
The Coordinate Grid: $100 A coordinate grid helps describe this. What is position?
The Coordinate Grid: $200 A coordinate grid is broken up into four of these. What are quadrants?
The Coordinate Grid: $300 Essentially two number lines, these help provide reference with respect to coordinates. What are the x- and y- axes?
The Coordinate Grid: $400 The x-coordinates are positive and the y- coordinates are negative. What is Quadrant 4?
The Coordinate Grid: $500 Points located here have a y-coordinate of 0. What is the x-axis?
Translation: $100 A transformation known as a translation. What is sliding a shape to another location without changing how it looks?
Translation: $200 In a translation, these are related the same way. What are corresponding points?
Translation: $300 By translating down from Quadrant 1, an image will eventually cross this. What is the x-axis?
Translation: $400 Translating this will give you image M’N’O’P’. What is figure MNOP?
Translation: $500 Question
Reflection: $100 A transformation known as a reflection. Flipping a shape across a line so it faces the opposite direction.
Reflection: $200 It can be the x-axis, y- axis, or an angle bisector. What is a mirror line?
Reflection: $300 In a reflection in the y- axis, these do not change. What are x- coordinates?
Reflection: $400 A’B’C’D’ is located in Quadrant 2 after being reflected in the x-axis from here. What is Quadrant 3?
Reflection: $500 You can identify a reflection by doing this. What is checking corresponding points for similar distances from the mirror line?
Rotation: $100 A transformation known as a rotation. What is the motion of a rigid body around a fixed point?
Rotation: $200 Question
Rotation: $300 It can be clockwise or counter-clockwise. What is direction of rotation?
Rotation: $400 A rotation of +270° can also be described like this. What is -90°?
Rotation: $500 It does not matter which direction you go, the image ends up on the figure with this angle of rotation. What is 360°?
Name that Transformation: $100 The figure and image are found opposite each other with a mirror line between them. What is a reflection?
Name that Transformation: $200 This transformation can be performed in two different ways to achieve the same result. What is a rotation?
Name that Transformation: $300 The figure and image look exactly alike, but are found in different locations. What is translation?
Name that Transformation: $400 The y-coordinates of the figure and image are the same, but the x- coordinates are the opposite. What is a reflection? (in the y-axis)
Name that Transformation: $500 The x-coordinates and y- coordinates of the image are the same as the figure, but their signs are the opposite after this. Question
How much do you want to wager? Daily Double 1 Wager
The image will always have a different orientation after this transformation. What is a reflection? Daily Double 1 Q & A
How much do you want to wager? Daily Double 2 Wager
You can say this about a figure and its image after all transformations. What is congruent? Daily Double 2 Q & A
How much do you want to wager? Final Jeopardy Wager The category is: Transformation Combinations
A similar image produced by this transformation can also be produced by two reflections: one across the x-axis, and another across the y-axis. What is a rotation of 180°? Final Jeopardy Q & A
The Leaner Twins LeftyRighty Graphing Transformations 2 Reflection - flipping a shape across a line so it faces the opposite direction.
(7.7) Geometry and spatial reasoning The student uses coordinate geometry to describe location on a plane. The student is expected to: (B) graph reflections.
Translations, Reflections, and Rotations. Vocabulary Transformation- changes the position or orientation of a figure. Image- the resulting figure after.
8-5 Translations, Reflections, and Rotations In mathematics, a transformation changes the position or orientation of a figure. The resulting figure is.
TRANSFORMATION S. To transform something is to change it. In geometry, there are specific ways to describe how a figure is changed. The transformations.
In mathematics, a transformation changes the position or orientation of a figure. The resulting figure is the image of the original. Images resulting from.
8-10 Translations, Reflections, and Rotations Course 2 Warm Up Warm Up Problem of the Day Problem of the Day Lesson Presentation Lesson Presentation.
Transformation a change of position, shape or size of a figure Three types of transformation A slide called a translation A flip, called a reflection The.
Coordinates and Design. What You Will Learn: To use ordered pairs to plot points on a Cartesian plane To draw designs on a Cartesian plane To identify.
8-5 Translations, Reflections, and Rotations Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day Lesson Quizzes.
Do Now (4, –6) (12, 27) (–6, 2) Course Translations, Reflections, and Rotations 1. Subtract 3 from the x-coordinate and 2 from the y-coordinate.
Translations I can: Define and identify translations. Understand prime notation to describe an image after a translation. I can describe the changes occurring.
Transformations A rule for moving every point in a figure to a new location.
What is a rigid transformation? A transformation that does not change the size or shape of a figure.
REFLECTING OVER THE X-AXIS AND Y-AXIS Coordinate Reflections - 1.
Created by Barbara Fugitt Vocabulary Transformations Sketches $100 $200 $300 $400 $500 $100 $200 $300 $400 $500 $100 $200 $300 $400 $500 Final Jeopardy.
8-7 Transformation Objective: Students recognize, describe, and show transformation.
Transformation in Geometry Created by Ms. O. Strachan.
Unit 1: Transformations, Congruence, and Similarity.
Holt CA Course 1 8-7Transformations Warm Up Warm Up California Standards California Standards Lesson Presentation Lesson PresentationPreview.
Transformations Translation Reflection Rotation Dilation.
DRILL 1) If A is in between points B and C and AC is 4x + 12 and AB is 3x – 4 and BC is 57 feet how long is AB? 2) Angles A and B are Supplementary if.
Transformation: Translation and Reflection Objective: To identify and solve problems involving translation, reflection, rotation and dilation Transformation.
Introduction Now that we have built our understanding of parallel and perpendicular lines, circular arcs, functions, and symmetry, we can define three.
Translations (x,y)x + 6 y + 2 A’ B’ C’ A B C ∆ABC → ∆A’B’C’ C → C’ B → B’ A → A’ ( - 3,1) → ( , ) ( x, y ) → ( x + 6, y + 2 ) B’ ( 3, 3) Translations.
Warm Up (4, –6) (12, 27) (–6, 2) 1. Subtract 3 from the x-coordinate and 2 from the y-coordinate in (7, –4). 2. Multiply each coordinate by 3 in (4, 9).
4.8 – Perform Congruence Transformations A transformation is an operation that moves or changes a geometric figure in some way to produce a new figure.
Chapter 5 Notes. 5.6 Reflections ▪ Reflection (flip) – a transformation in which a figure is reflected over a line of reflection (the x and y axes are.
© Boardworks Ltd of 7 Transformations Maths Age
MCC8.G.3 Describe the effect of dilations, translations, rotations and reflections on two-dimensional figures using coordinates.
Transformations To move a figure in the coordinate system to another location or image, by a rule.
Transformation in Geometry Transformation A transformation changes the position or size of a shape on a coordinate plane.
9.2 PROPERTIES OF REFLECTIONS HOW DO YOU DESCRIBE THE PROPERTIES OF REFLECTION AND THEIR EFFECT ON THE CONGRUENCE AND ORIENTATION OF FIGURES? Reflections.
Coordinate Planes and Transformations. Points on the Coordinate Plane The coordinate plane is made up of two number lines that intersect at right angles.
OBJECTIVE: To find reflection images of figures BIG IDEAS:Transformations and Coordinate Geometry ESSENTIAL UNDERSTANDING: When you reflect a figure across.
Reflection: an isometry (or rigid motion) in which a figure is flipped giving its image an opposite orientation.
Perform Congruence Transformations. Transformations: when you move or change a geometric figure in some way to produce a new figure. Image is what the.
Thrusia Ann Williams “Transformations” Thrusia Ann Williams “Transformations”
We often use a coordinate grid when we work with transformations. We use a mapping rule to describe how points and their images are related. A mapping.
Chapter 9 Congruence, Symmetry, and Similarity Section 9.1 Transformations and Congruence.
Transformation- a change in position, shape, or size of a figure. Image- the figure you get after a transformation (original point A has an image of A’).
Warm Up Write a conjecture of what is going on in the picture.
Defining Rotations, Reflections, and Translations ~ Adapted from Walch Education.
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Holt Geometry 12-1 Reflections 12-1 Reflections Holt Geometry Warm Up Warm Up Lesson Presentation Lesson Presentation Lesson Quiz Lesson Quiz.
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Translations and Reflections. Move the figure Same shape and size (Congruent) (x ± n, y ± m) x + n, move every point n units to the right x –
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