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21. COMAP: Mathematics Instructional Resources For Innovative Educators
COMAP Home Page Geometry its Applications (GeoMAP) Geometry and its Applications (GeoMAP) is an exciting National Science Foundation project to
http://www.comap.com/highschool/projects/geomap.html
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View Cart Geometry and its Applications (GeoMAP) is an exciting National Science Foundation project to introduce new discoveries and real-world applications of geometry to high school students. The materials are flexible enough to be used in almost any class from algebra and geometry through precalculus, and are ideal for discrete mathematics or college preservice classes. Each of these modules is available, free of charge, to COMAP members for use in the classroom. Photocopying is permitted for use only within a single class of students or teachers. The material may not be sold or modified in any way without written permission from COMAP. COMAP members can download and use any of these units: Graph Models , by Joseph Malkevitch
Looking at the problems faced by delivery people, storeowners, coaches, airline operations managers, and more, your students learn how to analyze real situations using mathematical models. Shortest Paths
Robots like SARAH, a robot that performs neurosurgical procedures, often use graph theory to make "decisions" about where to go. Students explore a variety of algorithms designed to calculate efficient routes and try to find their own optimal solutions.

22. Tessellation - Wikipedia, The Free Encyclopedia
A tessellation or tiling of the plane is a collection of plane figures that fills the plane with no overlaps and no gaps. One may also speak of tessellations of parts of the plane or
http://en.wikipedia.org/wiki/Tessellation
Tessellation
From Wikipedia, the free encyclopedia Jump to: navigation search A tessellation of pavement A honeycomb is an example of a tessellated natural structure A tessellation or tiling of the plane is a collection of plane figures that fills the plane with no overlaps and no gaps. One may also speak of tessellations of parts of the plane or of other surfaces. Generalizations to higher dimensions are also possible. Tessellations frequently appeared in the art of M. C. Escher . Tessellations are seen throughout art history, from ancient architecture to modern art In Latin, tessella is a small cubical piece of clay stone or glass used to make mosaics The word "tessella" means "small square" (from " tessera ", square, which in its turn is from the Greek word for "four"). It corresponds with the everyday term tiling which refers to applications of tessellations, often made of glazed clay.
Contents
edit Wallpaper groups
Tilings with translational symmetry can be categorized by wallpaper group , of which 17 exist. All seventeen of these groups are represented in the

23. Tessellation
Tessellation. A pattern of shapes that fit perfectly together! A Tessellation (or Tiling) is when you cover a surface with a pattern of flat shapes so that there are no overlaps or gaps
http://www.mathsisfun.com/geometry/tessellation.html

24. Uniform Tessellation - Wikipedia, The Free Encyclopedia
In geometry, a uniform tessellation is a vertextransitive tessellations made from uniform polytope facets. All if its vertices are identical and there is the same combination and
http://en.wikipedia.org/wiki/Uniform_tessellation
Uniform tessellation
From Wikipedia, the free encyclopedia Jump to: navigation search In geometry , a uniform tessellation is a vertex-transitive tessellations made from uniform polytope facets . All if its vertices are identical and there is the same combination and arrangement of faces at each vertex. An n-dimensional uniform tessellation can be constructed on the surface of n-spheres, in n-dimensional Euclidean space, and n-dimensional hyperbolic space. Nearly all uniform tessellations can be generated by a Wythoff construction , and represented by a Coxeter-Dynkin diagram . The terminology for the convex uniform polytopes used in uniform polyhedron uniform polychoron uniform polyteron uniform polypeton ... uniform tiling , and convex uniform honeycomb articles were coined by Norman Johnson Wythoffian tessellations can be defined by a vertex figure . For 2-dimensional tilings, they can be given by a vertex configuration listing the sequence of faces around every vertex. For example 4.4.4.4 represents a regular tessellation, a square tiling , with 4 squares around each vertex. In general an n-dimensional uniform tessellation vertex figures are define by an (n-1)-polytope with edges labeled with integers, representing the number of sides of the polygonal face at each edge radiating from the vertex.

25. Origami Tessellations » Geometry
Archive for the ‘geometry’ Category My book is shipping in midDecember! Pre-order now! October 19th, 2008. My book, Origami Tessellations Awe-Inspiring Geometric Designs, is now
http://www.origamitessellations.com/category/geometry/
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My book is shipping in mid-December! Pre-order now! October 19th, 2008 My book, Origami Tessellations: Awe-Inspiring Geometric Designs , is now available for pre-order on Amazon. My publisher has indicated that it will start shipping sometime around mid-December, although no dates have been set in stone yet. Italian origami convention Origami Tessellations: Awe-Inspiring Geometric Designs Tags: author book eric gjerde origami tessellations
Posted in art design geometry my work ...
Kirigami Book by Jeff Rutzky now available!

26. Tessellations
Fitting geometric shapes into each other to fill a plane surface is called tiling. A tessellation is the name given to a type of pattern made up of congruent shapes which interlock
http://mathforum.org/~sanders/geometry/GP07Tessellations.html
7) Tessellations Fitting geometric shapes into each other to fill a plane surface is called tiling. A tessellation is the name given to a type of pattern made up of congruent shapes which interlock without overlapping or leaving any gaps. Which of the regular polygons can be used as the base unit of a tessellation? The question becomes, then, which ones will fit together to "fill the plane". This depends on their angles. Lets look at the regular polygons, one by one to see which ones will work in a tessellation. The interior angles of an equilateral triangle are each 60 degrees. If we put 6 equilateral triangles together, the three 60 degree angles add up to 360 degrees, and the triangles do "fit together perfectly: We already know that quadrilaterals, with their 90 degree angles, fit together perfectly. Five doesn't fit well, as 108 degrees doesn't divide evenly into 360. 360 degrees is perfectly divisible by 3, and the hexagon is one of the most common tiling patterns: tiles, fences, a patchwork quilt ...even those natural mathematicians, the honeybees, know what a perfect geometric figure the hexagon is. The exterior angles of a seven-sided figure are found by dividing 360 by 7, which is approximately 51.43 degrees, so the interior angles are approximately 128.57 degrees. A seven-sided polygon will not tile:

27. Introduction To Tilings (Science U)
Pages on tilings, with illustrations and fun webware. Tilings and Tesselations In this article, you can read about many different kinds of tiling, the math behind them, how to make
http://www.scienceu.com/geometry/articles/tiling/
Tilings and Tesselations In this article, you can read about many different kinds of tiling, the math behind them, how to make them, and classify them! You can also experiment interactively with tilings using
Contents
The Tilings Around Us
What is a tiling? We are surrounded by familiar tilings every day, like brick walls and tile floors. Tiling Terminology
To mathematicians and scientists, there are an infinite number of different kinds of tilings symmetric ones, ones made with one shape of tile, even completely random ones. Learn some of the mathematical terms and definitions about tilings Periodic Tilings
Tilings naturally fall into two classes. Some have repeating patterns, and some don't. This page takes a closer look at repeating, or periodic tilings. Symmetric Tilings
A floor covered with square tiles and a floor covered with hexagonal tiles both have regular, symmetric, repeating patterns, but they are clearly different. What is symmetry, and how do you measure it? Wallpaper Groups
Wallpaper groups are sets of rules for building highly symmteric tilings froma single piece. Surprisingly, there are exactly 17 of them! See animations of these beautiful and intriguing tilings here. Non-Periodic Tilings
Some tilings don't repeat. However, that doesn't mean that they a totally random. Some of the most fascinating tilings have an element of randomness mixed in with a basically regular pattern.

28. Montessori Mom Links Of The Day: Montessori Tessellations & Geometry
Tessellations, Montessori World Educational Institute Montessori tessellations exercises (tags Montessori) Geometry 69 Chapter One Montessori introduction to shapes and
http://montessorimom.typepad.com/my_weblog/2006/05/links_for_20060_11.html

29. Desma 22 :: Form » Blog Archive » Eric Gjerde’s Blog On Origami, Tessellatio
This is a “must†of you are interested in tessellation. A lot of materials and resources here. http//www.origamitessellations.com/diagrams/heptagonalstar
http://classes.dma.ucla.edu/Spring08/22/?p=16

30. Origami Tessellations » Papercraft
Archive for the ‘papercraft’ Category Ramin Razani’s Livre An mom tre (Wind Gauge) February 26th, 2007. Jeff Rutzky sent me a photo and video of this wonderful design by Ramin
http://www.origamitessellations.com/category/paper/papercraft/
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February 26th, 2007 Kirigami (by Barnes and Noble Inc, 2007). wasted well spent on making paper architecture and other fun things. Flickr stream for more kirigami goodness.

31. Aspects Of Culture And Personality. By Francis L. K. Hsu, Tessellations: The Geo
Tessellations, geometry of pattern Just for fifth grade arithmetic drill/prac. 1142 other titles. (Part 004 of
http://www.faqs.org/copyright/aspects-of-culture-and-personality-by-francis-l-k-
Aspects of culture and personality. By Francis L. K. Hsu, Tessellations: the geometry of patterns
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Tessellations, geometry of pattern
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Tessellations, geometry of pattern
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32. Tessellations - Math Activities
Math Activities Tessellations for Grade 5, Fifth Grade, 5th Grade, Elementary, Grade 6, Sixth Grade, 6th Grade, Grade 7, Seventh Grade, 7th Grade, Grade 8, Eighth Grade, 8th Grade
http://www.enotes.com/documents/tessellations-14665

33. 6 Noncongruent Lesson Plans Reviewed By Teachers
Noncongruent Lesson Plans From Polygons to Tessellations Geometry and Symmetry, find teacher approved noncongruent lesson plans that inspire student learning.
http://www.lessonplanet.com/search?keywords=noncongruent&media=lesson

34. Geometry: Geomatry-tiling And Tessellations, 10th Grade Geometry, Geometry Proje
You are here Experts Science Math for Kids Geometry geomatrytiling and tessellations Geometry - geomatry-tiling and tessellations
http://en.allexperts.com/q/Geometry-2060/geomatry-tiling-tessellations.htm
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Experience in part-time teaching. Education/Credentials Post Graduate in Applied Maths. . You are here: Experts Science Math for Kids Geometry ...
Geometry - geomatry-tiling and tessellations
Expert: Vishwas K Hajirnis - 1/5/2005 Question I need basic information on exactly what tiling and tessellations are. This is for a 10th grade geometry project. I am a student at a private school in KY. Thanks for any help you can give me! Answer Please refer to the following links. Tessellations 1. Lot of links and information http://mathforum.org/sum95/suzanne/tess.intro.html 2. Some basics about the subject http://www.coolmath.com/tesspag1.htm

35. Shapes And Tessellations: Decision Making (Gr. 6) Printable (6th Grade) - Teache
Distribute this packet of worksheets to review creating tessellations and measuring shapes.
http://www.teachervision.fen.com/geometry/printable/31322.html
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Shapes and Tessellations: Decision Making (Gr. 6)
Distribute this packet of worksheets to review creating tessellations and measuring shapes.
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36. Teaching Geometry, Learning Tessellations, Student Tessellations, Tessellations
This is a CD about teaching and learning Math/Art and geometry. The CD does not contain artistic creations from Dutch artist M. C. Escher. People interested in Escher art should
http://www.eschertile.com/intro.htm
This is a CD about teaching and learning Math/Art and geometry.
The CD does not contain artistic creations from Dutch artist M. C. Escher.
People interested in Escher art should purchase products licensed by Escher Foundation.
The CD contains explanation of Escher art and some illustrations in passing.
Although there are many high resolution images of tessellations, the Escher images are
Tessellations is a good entrance to teach geometry and it is also a broad topic.
Here is a screen shot of the "Table of Contents" to show the scope of the CD.
The Dutch artist M.C. Escher is famous for the animal forms that fit together without gaps.
He is interested in the broad topic of space and geometry.
Tiling with geometric patterns is around for several thousand years.
It seems Escher has ignated an interest in people across different cultures. The following screen shot shows a portion of people following Escher's ideas and inspiration. Knowledge of MATH is not necessary to make beautiful tessellations. I found that people with art talents do the best. Many craftsmen made besutiful designs. In the CD, I showed how people

37. Math-Talk-Blog: Geometry Project : Tessellations
Geometry Project Tessellations; Geometry Week of 216-09; AP Calculus Week of 2-9-09; Geometry Week of 2-9-09 Trigonometry is not easy- AP Calculus-week of 2-2-09
http://oolin88.blogspot.com/2009/02/this-text-will-be-replaced-var-so-new.html
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Welcome to Math-Talk-Blog
Math-Talk-Blog is created for Booker T. Washington Mathematics students, in order to ensure success knowledge and appreciation for all topics in Mathematics. Resources you'll find here: ~Tutoring 8:15 am Tuesdays and Thursdays school day on campus. ~Talk with Ms. Jalilvand about assignments, problems, projects, etc... ~Links to Important websites ~V.I.P. Dates ~Interesting articles and information
Friday, February 20, 2009
Geometry Project : Tessellations
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38. Activities In Artville
4th Tessellations, Geometry 5th - Tessellations, Geometry NOVEMBER - PTA Reflections Art Competition All grade levels produce entries DECEMBER - Color
http://www.lrsd.org/schools1/teacherpages2.cfm?&sccode=33&teachermenunam

39. Tessellations < Geometry < Mathematics < Galaxy.com
Tutorials and templates for making tessellations using ClarisWorks, the Geometer's Sketchpad, HyperCard, HyperStudio, and straightedge and compass, including stepby-step
http://www.galaxy.com/dir14833/Tessellations.htm

40. Tessellations - TeacherVision.com
Tessellations. Geometry formally defines a tessellation as an arrangement of repeating shapes which leaves no spaces or overlaps between its pieces.
http://www.teachervision.fen.com/math/resource/5991.html
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Tessellations
Geometry formally defines a tessellation as an arrangement of repeating shapes which leaves no spaces or overlaps between its pieces. There are usually no gaps or overlaps in patterns of octagons and squares; they "fit" perfectly together, much like pieces of a jigsaw puzzle. Not all shapes, however, can fit snugly together. Circles, for instance, would not create a tessellation by themselves, because any arrangement of circles would leave gaps or overlaps. Despite the limitations on the types of shapes that can form this intriguing pattern, there are many varieties of tessellations. Patterns using only one regular polygon to completely cover a surface are called regular tessellations . You can find examples of these on chess- or checkerboards. Semi-regular tessellations , on the other hand, use a combination of different regular polygons, such as the pattern above, and you can typically see examples of these patterns in the tilework of bathroom and kitchen floors. Tessellations made from regular polygons (equilateral triangles, squares, and hexagons) are usually referred to as

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