WALT create designs with rotational symmetry Another of Mrs Robertson’s magical maths lessons!

Slides:



Advertisements
Similar presentations
To be able to count on or back in equal steps including beyond zero.
Advertisements

Differentiation The original function is the y- function – use it to find y values when you are given x Differentiate to find the derivative function or.
Prime Numbers and Prime Factorization
5-Minute Check Draw a circle and label the radius with 4 meters. What is the length of the diameter? Draw a circle and label the diameter with 12 inches.
Presentation Rules Maths Faculty _ _ _ _ _ _ _ School.
Symmetry Reflectional Rotational G. CO. 3 Given a rectangle, parallelogram, trapezoid, or regular polygon, describe the rotations and reflections that.
MATH IS EVERYWHERE Presented by Shosti Iverson Brook McKee Jon Steinbrenner.
Linear Algebra MONDAY, AUGUST 11. Learning Goal Focus 1  I will understand transformations and use informal arguments to prove congruency between images.
Assignment P : 16, 17, 25, 28a, 30 P : 19-25, 29 P : 3, 5, 7, 8, 16, 33, 35, 36 Challenge Problems Print Triangle Vocab WS.
Line of Symmetry- a line on which a figure can be folded so that both sides match exactly.
INTRODUCTION TO TYPES OF SYMMETRY. SYMMETRY Symmetry - part of a design that is repeated to make a balanced pattern. Artists use symmetry to make designs.
Geometric Transformations. Symmetry Rotation Translation Reflection.
Symmetry Mirror lines 1.Line symmetry 2.Rotational symmetry Order of symmetry Line symmetry When an object is folded each half reflects on itself. Each.
Angles and parallel lines a° b° Corresponding angles for parallel lines are equal m n t m and n are parallel lines, t is a Transversal A transversal is.
Initial ideas Drawing with Word/PowerPoint Drawing with SerifDraw
Geometric Shapes, Lines of Symmetry, & Right Angles 3 rd Grade Strategies for Your Toolbox to Solve Geometry Problems.
Rotational Name Design
GEOMETRY GO BACK TO ACTIVITY SLIDE GO TO TEACHER INFORMATION SLIDE
Exploring Area of Polygons
constructions A Regular Hexagon A Regular Hexagon.
6 th Grade Math Homework Chapter 7.10 Page #6-14 & SR ANSWERS.
GEOMETRY (HOLT 9-5) K. SANTOS Symmetry. A figure has symmetry if there is a transformation (change) of the figure such that the image coincides with the.
Mark Arcaro Geometry High School  After Today’s Lesson I Can… ◦ Identify the different parts of a circle. ◦ Solve for the circumference of a circle.
Symmetry Figures are identical upon an operation Reflection Mirror Line of symmetry.
Pop-up Evergreen Tree. Designed by Robert Sabuda.
Chapter 10 Polygons! lvillage.education.vic.gov.au/.../polygons.JPG.
Reflection Symmetry Where one half is of an object is the reflection of the other.
Symmetry Name MC Escher inspired. KWL-Symmetry/MC Escher KWL.
Mathematical Art A 40 point circle mapping A drawing to download and try from the Mathematics n 77n + 10.
SECTION 2-6 Special Angles on Parallel Lines. Pair of Corresponding Angles.
Year 7 Personal Identity Project Good Morning Good Morning Bags on the floor, well out of the way Bags on the floor, well out of the way Equipment & planners.
Folding Shapes A4 coloured paper can be folded to make many 2 D shapes with no measuring or cutting Follow the diagrams See if you can make the shapes.
Vocabulary BurnishingBurnishing ~ to make something shine by rubbing it with a smooth instrument (lighter colored pencil for this assignment) Complementary.
CONFIDENTIAL1 Good Afternoon! Today we will be learning about Similarity and Symmetry Let’s warm up : Write Reflection, Rotation or Translation to describe.
Ancient Mathematicians for A Day: The calculation of pi Georgia CTAE Resource Network Instructional Resources Office Written By: Philip Ledford and Dr.
Record and Analyze Data 4-1. Warm Up a. What is the measurement of the shortest plant? b. How many plants measure 2 1/2 inches? c. What is the measurement.
Triangles. Take a rectangular piece of paper. Fold it in half.
Firstly, place each t-shirt in water then wring out thoroughly. Lay out on a clean surface and find the centre of the t-shirt. (This will be almost 3cm.
Math 5 Dividing Decimals Instructor: Mrs. Tew Turner.
Line Symmetry Year 4. A shape has line symmetry if… You can draw a line through it so that one part is exactly the same as the other part.
© T Madas. A line of symmetry is sometimes called a mirror line Line of symmetry A 2D shape has a line of symmetry if the line divides the shape into.
Transparency 6 Click the mouse button or press the Space Bar to display the answers.
September 14, 2009 Week 2 Day 5. An informal Introduction to Geometry.
Mr S Paine Year 7. Which is the correct line of symmetry? This one? (Click here) This one? (Click here)
2.4 –Symmetry. Line of Symmetry: A line that folds a shape in half that is a mirror image.
LESSON 5-1 I can draw reflected images. I can recognize and draw lines of symmetry.
Translations Lesson 9-8.
Motion Geometry.
Properties of Parallel Lines During this lesson, you will discover properties of parallel lines. Mrs. McConaughy1.
How many lines of symmetry to these regular polygons have?
Translation Symmetry. Strip Patterns… You can draw a strip pattern by repeating a basic design element at regular intervals to the left and right of.
How do you know how fractions compare to 1 when they have different numerators and denominators? For example:
Tessellations M.C. Escher.
Click the mouse button or press the Space Bar to display the answers.
7.2 Four Seasons (Board Game)
Exploring Algebraic and Geometric Relationships
Construct-a- snowflake.
Radial Patterns.
Another of Mrs Robertson’s magical maths lessons!
• Draw rectangle ABCD on a piece of graph paper.
Bingo Boards 3.1 Ms. Ogboaloh
The Mandala Geometry and Art Questions to discuss:
t ACTIVITY 1 – Teacher Guided: Fine Motor Skills Writing Handbook p. 3
Year 2 Autumn Term Week 6 Lesson 3
Year 2 Autumn Term Week 6 Lesson 3
Construction Today you will learn:
Module 1 Topic C – Lesson 14 – Reflections
Module 1 Topic C – Lesson 14 – Reflections
Welcome GCSE Maths.
Begin to understand symmetry
Presentation transcript:

WALT create designs with rotational symmetry Another of Mrs Robertson’s magical maths lessons!

Draw a circle and cut it out.

Fold it in half and half again to create 8 segments.

Use it as a guide to mark the 8 segments on an identical circle

Use a ruler to draw the eight segments.

Take a segment cut from one of the original folded circles.

Draw a pattern on the segment...anything goes!

Scribble pencil on the back of the segment.

Lay the pattern in one segment... exactly. Draw over the pattern... It will print!

Repeat this on each segment.

Start to colour the pattern. Repeating each colour in every segment

This pattern has a rotational symmetry of.. 8

Extension activity Further investigations...

By colouring alternate segments in identical colours..

This pattern has a rotational symmetry of.. 4

Try colouring alternate segments...

This pattern has a rotational symmetry of.. 2

Well done! You have created designs with rotational symmetry Hope you enjoyed another of Mrs Robertson’s magical maths lessons!