How many pentagons on a football ? ©. 1 © 1 2 ©

Slides:



Advertisements
Similar presentations
Prisms Fun with by D. Fisher
Advertisements

Maureen Curran and Mary Lou Aalbers Hazelwood School District Click here to begin Activity 2.
Objective: To describe properties of solid shapes such as perpendicular and parallel lines, faces and edges.
Look at this shape, how many lines of symmetry and what is its order of rotation? A.
Discovery and applications of fullerenes
Doubles Facts Doubles with Pictures Doubles without Pictures Pictures Only.
Bonding and Structure By F.6A Chu Ka Chun (19) Discovery and Applications of fullerenes.
R. Buckminster Fuller Objective To outline the life of Buckminster Fuller To describe his accomplishments To relate back to his design principles.
The History of Mobility in Art AHST 3320 Fall 2009 Dr. Charissa N. Terranova MW 4:00-5:15 JO Wednesday 9/30/09 Buckminster.
Geo (earth) Desic (divided)
Geodesic Dome Structures
Space Frames and Geodesic Domes 10/16/07.
Objective: To be able to work out the interior and exterior angles of a polygon.
Fun with Pyramids Miss Hudson’s Maths
Classifying Polygons Objective; I can describe a polygon.
Geometry CLASSIFYING SOLIDS. Prisms  Prisms are named for their base shape:  Rectangular Prism  Triangular Prism  Hexagonal Prism  Pentagonal Prism.
Shapes Preschool. Circles and Ovals Let’s trace the shapes and see which object they match!
2 D shapes only have two dimensions, such as width and length Some are: Polygons and Some are: Not Polygons.
Montreal Biosphere English: Panoramic view of the geodesic dome structures of the Eden Project. The Eden Project is a large-scale environmental.
Prisms Fun with by D. Fisher
Three-Dimensional Figures. Find each missing measure. 1. A = 56 cm 2 2. C = ft 3. A = 72 in 2 r 8 cm x cm x in 15 in 6 in.
Types of bonding. 1. Simple covalent bonding Normally small molecules made from non-metals bonded to non-metals Methane, CH 4 Ammonia, NH 3 Sulfur dioxide,
Square rectangle triangle diamond trapezoid pentagon hexagon circle oval heart star.
A 3D link between maths, D&T,science and kids. Adrian Oldknow 8 December 2004.
Symmetry - how many lines?. How many lines of symmetry? How many lines of symmetry do these shapes have? Try cutting out the shape and folding it to see.
Here are the eight semi-regular tessellations:
Tessellations A tessellation is the tiling of a plane using one or more geometric shapes. An important part of any tessellation is that there must be no.
SunìstemiSunìstemi “uniting, putting together” Week 1 Wednesday Synergy Threshold Network Groups 2012.
Drawing of Stockholm Town Hall (ca 13yrs). Architecture - Sussex University.
Tessellations.
Your class had all but one regular tessellation of the plane! Vertex Arrangements in 2D and 3D.
More Geometry.
Welcome to... A Game of X’s and O’s. Another Presentation © All rights Reserved
Foundations of Technology, Third Edition/ Technology, Engineering, and Design © 2011 International Technology and Engineering Educators Association STEM.
Triangle number 1 is an right triangle because it has 3 vertices and 1 right angles and it has 3 points.
Rick Smalley Rice University Metal Clusters Fe10 Si6 Al20 etc lens
Special Focus: Carbon Nanostructures
Start What is 69 plus 31? Click here to go back to the question.here.
Regular Polygons.
Interior angles of polygons This is just one of the six interior angles of this polygon.
Math Unit 11 Review MeasurementGeometric Solids VolumeAdding + and - numbers Subtracting + and - numbers Final Jeopardy.
Foundations of Technology, Third Edition/ Technology, Engineering, and Design © 2011 International Technology and Engineering Educators Association STEM.
Let’s Take a Photowalk! Through Students’ Eyes. Here is the area of our walk:
Us on the Map By __________________ (paste a photo of the student here) 1.
Foundations of Technology, Third Edition/ Technology, Engineering, and Design © 2011 International Technology and Engineering Educators Association STEM.
Fun with Pyramids By D. Fisher
Geodesic Domes G. Mouna Reddy
Interior angles of polygons
If C60 is a cage – then what?.
Here you can learn all about 2-D shapes
Interior angles of polygons
Ionic Bonding.
Calculate the size of the interior angles in a regular hexagon
Atomic Structure.
Chapter 9 Section 2 The Home Front.
The History of Mobility in Art
R. Buckminster Fuller
ALLOTROPES OF CARBON. ALLOTROPES OF CARBON Definition of Allotropes Two or more than two forms of an element having different physical properties.
Graphite, Graphene (= single sheet) 2D
Identifying the nets of 3D shapes
10-1 Vocabulary Face Edge Vertex Prism Cylinder Pyramid Cone Cube Net
Here you can learn all about 2-D shapes
Getting Started with Online Research A Case Study
Bob Curl had invited me to Rice after the conference
GEOMETRICAL CONSTRUCTION
EDEN PROJECT by Nicholas Grimshaw and Partners Shirley Lau Tinna Huang
Special Molecular Arrangements
The Discovery of C60 ACS Philadelphia 2016.
©.
Roof styles Origins- Bischoff 2012.
Presentation transcript:

How many pentagons on a football ? ©

1 ©

1 2 ©

1 2 3 ©

©

©

©

6 on the front ©

and 6 on the back ©

6 + 6 = 12 ©

You cannot make a ball using only hexagons ©

hexagons stay flat ©

but 20 hexagons ©

and 12 pentagons ©

make a football ©

Can you find a hexagon in this flys eye ©

Now find a pentagon ©

Find a hexagon on this tortoise shell ©

Now find a pentagon ©

Without pentagons the shell would be flat ©

Find the pentagons in the other pictures at home ©

Buckminster Fullers Geodesic Dome at Expo 67 in Montreal ©

Find the pentagon here at home ©