Please pick up a pink warm up from the back table and begin working.

Slides:



Advertisements
Similar presentations
1.6 Motion in Geometry.
Advertisements

1.7 What if it is Rotated? Pg. 26 Rigid Transformations: Rotations.
GEOMETRY SLIDESHOW 2:.
Presentation by: Tammy Waters Identify, predict, and describe the results of transformation of plane figures: A) Reflections, B) Translations, C)
Geometric Transformations. Symmetry Rotation Translation Reflection.
Warm Up Plot each point. 1. A(0,0) 2. B(5,0) 3. C(–5,0) 4. D(0,5)
5-1: Transformations English Casbarro Unit 5.
Translations, Rotations, and Reflections
Symmetry Rotation Translation Reflection.
Unit 5: Geometric Transformations.
Repeating Figures and Symmetries How can tessellations be made with repeating figures? What four types of symmetry do you look for in repeating figures?
Welcome to class. Please pick up and complete a pink warm up from the back table. Turn in your signed progress reports for $10.
Remember that when an object is translated, rotated, or reflected, it stays the same size and shape even though it moves.  For this reason, these types.
1.(2,4) 2. (-3,-1) 3. (-4,2) 4. (1,-3).  The vertices of a triangle are j(-2,1), K(-1,3) and L(0,0). Translate the triangle 4 units right (x+4) and 2.
Your warm up is on the back table, on blue paper..
1.6 What if it is Reflected More than Once? Pg. 26 Rigid Transformations: Translations.
Reflections Students will be able to reflect figures across the x and y axis.
Resource Managers Did you remember to get the folders? Put the teams homework in the folder on the right side.
Symmetry TRANSFORMATIONS Rotation Translation Reflection Dilation HOMEWORK: Symmetry WS.
Symmetry Rotation Translation Reflection. Symmetry.
1.2 How Can We Work Together? Pg. 7 Creating a Quilt Using Symmetry and Investigations.
WHICH IS WHICH? WHAT CAN WE DO TO REMEMBER? Look at reflection, translation and rotation.
1.2 What Can We Work Together? Pg. 6 Creating a Quilt Using Symmetry and Investigations.
Grade 9 Math SPACE AND SHAPE UNIT. Outcomes E1-E5 INTRODUCTION TO TRANSFORMATIONS.
Transformational Geometry
1.7 What if it is Rotated? Pg. 28 Rigid Transformations: Rotations.
TRANSFORMATIONS (CONTINUED) Math Alliance February 01, 2011.
In the last several lessons, you have described translations using coordinates. You have also developed strategies for determining where an object started.
 coordinate plane  x-axis  y-axis  origin  quadrants  ordered pair  x-coordinate  y-coordinate.
Geometry 12-5 Symmetry. Vocabulary Image – The result of moving all points of a figure according to a transformation Transformation – The rule that assigns.
Geometry Rigid Transformations What do the words below mean? (think 1 min, discuss in group 1 min) Translation Reflection Rotation A SLIDE. The object.
Geometry Transformation s.  There are 3 types of rigid transformations:  Translation – shapes slide  Rotation – shapes turn  Reflection – shapes flip.
6.03. Do Now – Translate! The position of a box of cookies on a table is represented by the points (-2, 4) (-3, -1) (0, -2) and (1, 3). If the box is.
Using Properties of Transformations to Show Congruence VOCABULARY.
Lesson 7.1: 1.Vocabulary of Transformations 2.Symmetry 3.Property of Reflection.
Tattoo Transformations A Study of Translations, Rotations, Reflections, Dilations and Symmetry Pictures from:
Compositions of Transformations. Review Name the Transformation Original Image Translation.
4.7 Congruence Transformations
Symmetry Rotation Translation Reflection.
Graphing.
Transformations and Symmetry
Transformations and Symmetry
Graphing in the Coordinate Plane
Starter: Transformations on the Coordinate Plane
Exploring Algebraic and Geometric Relationships
Warm Up Use the linking cubes to create each figure from Exploration As a group, check your answers! How close were you???
Introduction to transformations
Exploring Algebraic and Geometric Relationships
Symmetry What is reflectional symmetry? What is rotational symmetry?
Fill out Translations Portion of Foldable!
Warm-up.
Sliding, reflecting and rotating congruent shapes
Transformations: Translations and Reflections
Things translate (slide) when they move in a perfectly straight path.
Math Topic 15 Congruence and Symmetry
Transformation Notes 6.07.
Chapter 10.
Symmetry Rotation Translation Reflection.
Linear Algebra Problem 3.4
Create a design (image) on the graph paper on the last page, making sure at least 3 vertices land on whole number (integer) coordinates, in the upper left.
Rotation: all points in the original figure rotate, or turn, an identical number of degrees around a fixed point.
Warm-up.
9.1 TRANSFORMAIONS.
9.2 REFLECTIONS.
Unit 1: Transformations Day 3: Reflections Honors
Symmetry Rotation Translation Reflection.
Choose the correct translation from pre-image to image B
Transformations: Translations Rotations Reflections
Transformations.
Transformations – Mixed – Higher – Relay Race
Presentation transcript:

Please pick up a pink warm up from the back table and begin working.

Please get 2 pieces of colored paper and a pair of scissors..

1.1.1 Symmetry & Transformations

Rigid Transformations DO NOT CHANGE SIZE OR SHAPE….. JUST LOCATION Reflections flip Rotations turn Translations slide

The line where the fold would be is called the line of symmetry. When a graph or picture can be folded so that both sides will perfectly match, it has reflection symmetry The line where the fold would be is called the line of symmetry.

Study Team Expectations You are expected to share your ideas and contribute to the team’s work. You are expected to ask your teammates questions and to offer help to your teammates. Questions can move your team’s thinking forward and help others to understand ideas more clearly. Remember that a team that functions well works on the same problem together and discusses the problem while it works. Remember that one student on the team should not dominate the discussion and thinking process. Your team should regularly stop and verify that everyone on the team agrees with a suggestion or a solution. Everyone on your team should be consulted before calling on the teacher to answer a question.

Investigative process Explore and conjecture Prove Question

Your assignment Rigid Transformation Wksht: use patty paper: do 2 skip 1 Pg 5-6; 1-3 through 1-7 Pg 11; 1-15 through 1-18