We think you have liked this presentation. If you wish to download it, please recommend it to your friends in any social system. Share buttons are a little bit lower. Thank you!
Presentation is loading. Please wait.
Published byKennedi Held
Modified over 2 years ago
Sooz Williams - ©2005
What Is Symmetry? SSSSymmetry = Same IIIIf something has symmetry it is the SAME on both sides
For Example: A butterfly has symmetry. If you draw a line down the center of a butterfly, both sides are the same!
Some More Examples: Many kinds of food have symmetry! Many living things have symmetry! Even people have symmetry – most of the time!
Sometimes, even very complicated things have symmetry: Like this building! It is called Aston Hall
the same! The 2 sides are The 2 sides are symmetrical!
Sooz Williams - ©2005 When the line of symmetry goes up and down, It is called VERTICAL symmetry
VERTICAL up and down
Another kind of symmetry is HORIZONTAL symmetry Horizontal means across, or side to side
For Example: Many common objects have horizontal symmetry! This bow and arrow has horizontal symmetry.! This ladybug has horizontal symmetry
HORIZONTAL side to side
Sometimes, objects have both vertical and horizontal symmetry: verticalAND horizontal
Can you see the symmetry in this pattern? This object has two lines of symmetry
Which of these patterns is symmetrical? Nope!Nope!Yes! (one line of symmetry)
This pattern is not symmetrical! Which of these patterns is NOT symmetrical?
Sooz Williams - ©2005 Does this object have vertical symmetry or horizontal symmetry? Both! In fact, you could argue that this object has 4 lines of symmetry! (although not exactly)
Created by Sooz Williams - ©2005 Can you find symmetry in the world around you? ResourcesEnd Show
Sooz Williams - ©2005 References Houghton, John and Rod Birch. "Aston Hall History." Aston History Homepage. 2002. 19 Apr 2005. All other graphics courtesy of Microsoft Office Clip Art Online Microsoft Office Clip Art OnlineMicrosoft Office Clip Art Online End Show
C SYMMETRY Toni Underhill. Math Fourth Grade The purpose of this instructional Powerpoint is to help in the understanding of the concept symmetry. Given.
An image has Reflective Symmetry if there is at least one line which splits the image in half so that one side is the mirror image of the other.
Devised, written and compiled by Ailyse Hancock Symmetry and patterns.
Mathematics 2 Ms. Meek Symmetry. A figure is said to be symmetric if you can draw a line down the middle, and split the figure into two pieces that are.
Created by Sooz Williams ©2005 What Is Congruence? Congruence = Matching If two shapes are congruent they match exactly in shape and in size.
Elements of Design The elements of design are the seven basic building blocks of art & design. Without these building blocks the principles are meaningless.
September 14, 2009 Week 2 Day 5. An informal Introduction to Geometry.
Pre-Algebra 5.8 Symmetry. Warm Up Identify each as a translation, rotation, reflection, or none of these. A. B. reflection rotation C. D. none of the.
Warm Up 1. 360 Course Symmetry
7-8 Symmetry Course 3 Warm Up Warm Up Problem of the Day Problem of the Day Lesson Presentation Lesson Presentation.
Translations, Rotations, and Reflections Demonstrate understanding of translations, rotations, reflections, and relate symmetry to appropriate transformations.
Orthographic Drawing Mr. Mclellan Technology Education Westerly High School.
Quadrilaterals. Rectangles Grade PreK and not-in-school definition: Right angles and 2 long and 2 shorter sides Grade 3 and up school definition: Quadrilateral.
Transformation Unit, Lesson 7. Check to see if you are symmetric. Find a photograph of yourself where you are looking straight ahead. Hold a mirror.
Translations, Rotations, Reflections, and Dilations M7G2.a Demonstrate understanding of translations, dilations, rotations, reflections, and relate symmetry.
Translations, Rotations, Reflections, and Dilations.
Let’s Get Moving! How do things move?. How do we move? How do we move our arms and legs?
How do you determine the number of lines of symmetry for this regular polygon?
Is it an Insect, Yes or No?. THIS PRESENTATION WILL HELP YOU IDENTIFY WHAT EXACTLY IS AN INSECT.
Warm Up 1. Give the coordinates of triangle ABC with vertices (7, 2), (1, 2), (4, –5) reflected across the y-axis. 2. Give the coordinates of triangle.
Lesson 10 Equation of a line y = m x + b. (-3,2) (4,-3) Graph point (-3,2) Graph point 4,-3) Draw line Draw vertical side of triangle Draw horizontal.
Clip Art Where to find it. How to use it.. Clip Art is previously created illustrations and graphics that you can use as is, or modify by ungrouping,
Geometry POINTA point is an exact location in space. A point has no length or width. To identify a point you use a dot and name it with a capital letter.
Design and Layout (part two) Art Principles of Design (Drawing Concepts)
12.6 Rotations and Symmetry Rotation- a transformation in which a figure is turned around a point Center of rotation- the point the figure is rotated around.
Reflections Students will be able to reflect figures across the x and y axis.
Rigid Motions & Symmetry Math 203J 11 November 2011 ( is a cool date!)
[1.1] Line Symmetry. Use two pattern blocks to make: Triangle Rectangle Square Parallelogram Rhombus Trapezoid Hexagon Can you find more.
COMPOSITIONAL FORMATS 1.Rule of Thirds 2.Symmetrical vs. Asymmetrical 3.Leading Lines 4.Frame in a Frame.
Solve the equation for y. SOLUTION EXAMPLE 2 Graph an equation Graph the equation –2x + y = –3. –2x + y = –3 y = 2x –3 STEP 1.
Investigation 4 Reflecting Mrs. Tweedie Where do you find mirrors? What are they used for? Part 1: Mirror Images.
Copyright (c) 2004 Prentice Hall. All rights reserved. 1 Committed to Shaping the Next Generation of IT Experts. Go! With Microsoft Office (Word) 2003.
Frieze Patterns. Definition: An infinite strip with a symmetric pattern There are only 7 frieze patterns if we use one color.
Mathematics 2 Ms. Meek Review of Geometric Shapes.
What is the symmetry? f(x)= x 3 –x.
Graphing Quadratic Functions Algebra II 3.1. TERMDefinitionEquation Parent Function Quadratic Function Vertex Axis of Symmetry y-intercept Maximum Minimum.
STILL LIFE. Elements of art introduced in this lesson: 1)Line: A mark with length and direction, created by a point that moves across the surface. 2)Value:
2.8 Absolute Value Functions Goals: To graph absolute value functions To identify transformations of absolute value functions.
6 th Grade Math Homework Chapter 7.10 Page #6-14 & SR ANSWERS.
TGJ3M1 COMMUNICATIONS TECHNOLOGY DESIGN AND LAYOUT PRACTICES - USING PHOTOSHOP ELEMENTS BALANCE.
Wedneday, March 5 Chapter13-5 Symmetry. There are many types of symmetry.
Exercises Graph the following functions. Solutions will follow the exercises.
8-11 Symmetry Course 2 Warm Up Warm Up Problem of the Day Problem of the Day Lesson Presentation Lesson Presentation.
OOPS! I SAID TOO MUCH! A 3 RD GRADE LESSON ABOUT INFORMATION PRIVACY Bright, Meyrand, and Alkier.
Form and Function: Part 7 – Form, Function and Beauty Mr. Williams – Grade 7 Science.
MATHEMATICS Line Symmetry. Lesson Objectives The aim of this powerpoint is to help you… Review what we mean by ‘symmetry’ Draw reflections and find mirror.
Another kind of symmetry? What might we call this kind of symmetry? TOP Centre of rotation Rotational Symmetry.
SREWSNA KROWEMOH 1. (-y, x)10. A(-1, 1) B(-5, 1) C(-5, 4) 2. (-x, -y)14. A(-3, -3) B(-3, -1) C(1, -1) 3. D18. G 4. E22. J 5. P26. A 8. BC.
Rotational Hex Designs Rotational Hex Designs were first created by the Pennsylvania Dutch farmers. They created Hex Designs for good luck and hung them.
© 2017 SlidePlayer.com Inc. All rights reserved.