What is a Tessellation? A tessellation is a pattern of repeating shapes that leave no spaces or overlaps in it pieces. Tessellations are made by reflecting.

Slides:

Advertisements

Similar presentations

TESSELLATIONS Oleh : Sulistyana SMP N 1 Wonosari.

Advertisements

Transformations on the Coordinate Plane

Transformations and Tesselations By: Christine Berg Edited By: VTHamilton.

Tessellations……… Creating Tiles that Tessellate.

Presentation by: Tammy Waters Identify, predict, and describe the results of transformation of plane figures: A) Reflections, B) Translations, C)

TESSELLATIONS A tessellation is a special kind of design.

Tesselations What is a tesselation? It is a design consisting of the same interlocking pattern repeated over and over.

Tessellation Simulation Project

Geometric Transformations. Symmetry Rotation Translation Reflection.

By Kiri Bekkers & Katrina Howat

What is a Tessellation? A tessellation is a pattern of repeating figures that fit together with NO overlapping or empty spaces. Tessellations are formed.

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?

Becca Stockford Lehman. Tessellate: to form or arrange small squares or blocks in a checkered or mosaic pattern Tessellate: to form or arrange small squares.

Chapter 10 Polygons! lvillage.education.vic.gov.au/.../polygons.JPG.

COMPOSITIONS OF TRANSFORMATIONS

Transformations and Tessellations Edited By: K. Stone.

Lesson 10-4: Tessellation

to summarize this presentation

18.1 Congruence and Similarity p.394 Quick Review Quick Review Objective: to learn how to use translations, rotations, and reflections to transform geometric.

Vocabulary Translation: Moving a shape, without rotating or flipping it. "Sliding". The shape still looks exactly the same, just in a different place.

Tessellations sdsu edtec 4701 Tessellations Bill Milburn, EDTEC 470 Morse High, Room

Tessellations This presentation is based on the work of Melissa Hogg and Miranda Hodge.

Symmetry Rotation Translation Reflection. Symmetry.

Tessellations. Formal definition: A careful juxtaposition of elements into a coherent pattern sometimes called a mosaic or tiling. Simply put: A tessellation.

Tessellations. In nature and life, they appear often: Honeycombs... Mud flats... In games, like checkers..

Tessellations 1 G.10b Images from ygons/regular.1.html

Chapter 12.  For each example, how would I get the first image to look like the second?

Chapter 7 Section 7.4. Objectives Learn about tessellations of regular polygons. Classify and identify monohedral, regular, and semiregular tessellations.

10-7: Tessellations T ESSELLATION : A tiled pattern formed by repeating figures to fill a plane without gaps or overlaps. Regular Tessellation: When a.

Tessellations Kaylee Kennedy Phillips Geometry/Physics.

Lesson 10-4: Tessellation

Create Your Own Tessellation If many copies of a shape can be used to cover a surface, without leaving any gaps between them, then we say that the shape.

Transformational Geometry

Transformations, Symmetries, and Tilings

Tessellations By Kiri Bekkers & Katrina Howat. What do my learner’s already know... Yr 9 Declarative Knowledge: Students will know... Procedural Knowledge:

TESSELLATIONS Created by : 1.SulasihSMP N I Gresik 2.MinardjiSMP N I Bojonegoro 3.Indriana Y. SMP N 2 Semarang 4.DartoSMP N 4 Pakem 5.M. LahuriSMP N I.

Transformations Translation – Slide Reflection – Flip Rotation – Turn Tessellation – Repeated pattern.

Polygons. Polygons (Must Have All 3 )  closed 2-D shapes with three or more straight sides  sides meet only at the vertices  the number of sides is.

Tessellations By Kiri Bekkers, Jenna Elliott & Katrina Howat.

Tessellations Unit 2 – Congruence. Tiling (tessellations) Partition of the infinite plane into pieces having a finite number of distinct shapes. The pieces.

G.5.C Use properties of transformations and their compositions to make connections between mathematics and the real world, such as tessellations.

Rotation Translation Reflection. Review of Cartesian Plane.

Geometry Transformation s.  There are 3 types of rigid transformations:  Translation – shapes slide  Rotation – shapes turn  Reflection – shapes flip.

Using Properties of Transformations to Show Congruence VOCABULARY.

Tattoo Transformations A Study of Translations, Rotations, Reflections, Dilations and Symmetry Pictures from:

Chapter13-6 Similar and Congruent Figures

Symmetry Rotation Translation Reflection.

Exploring Tessellations

Tessellations A tessellation is made by reflecting, rotating or translating a shape. A shape will tessellate if it can be used to completely fill a space.

Worksheet Key Yes No 8) 7/13 9) 4 10) 1/3

Translation Rotation reflection Dilation Pre Image Image Rigid Motions

Tessellate! Math Standard 4.17c.

Unit 1 Project Due Friday, September 21.

Tessellations and the Human Eye

Lesson 10-4: Tessellation

Featuring Artist: MC Escher

Symmetry Rotation Translation Reflection.

TRANSFORMATIONS Translations Reflections Rotations

12-6 Tessellations Lesson Presentation Holt Geometry.

Tessellations 12-6 Warm Up Lesson Presentation Lesson Quiz

Symmetry Rotation Translation Reflection.

Transformations: Translations Rotations Reflections

Presentation transcript:

What is a Tessellation? A tessellation is a pattern of repeating shapes that leave no spaces or overlaps in it pieces. Tessellations are made by reflecting (flipping), translating (sliding) and rotating (turning) the shapes chosen.

Perfect Tessellations Perfect tessellations are formed from only one type of shape.

Semi-Regular Tessellations Semi-regular tessellations are formed when two or more shapes are used to tessellate. The tessellation is like a cycle where the same shape is surrounded by several of another shape.

Non regular Tessellations Non regular tessellations occur with no restrictions. Any shape can be used in any way.