Whiteboardmaths.com © 2009 All rights reserved 5 7 2 1.

Slides:



Advertisements
Similar presentations
Whiteboardmaths.com © 2004 All rights reserved
Advertisements

Facts about the Tetrahedral Kite 1.Four pyramid shapes are joined together to make the Tetrahedron Kite. 2.Each pyramid shape is built according to the.
You need a square piece of paper. Fold the paper in half then unfold. Fold the paper along the diagonal then unfold.Repeat with the second diagonal.
Whiteboardmaths.com © 2009 All rights reserved
Engineering Applications
Objective: Given a starting location, SWBAT apply multiple translations, reflections and rotations to find Waldo’s location. Where’s Waldo?
Plane Symmetry.
1 LoS One Line of Symmetry Vertical lines of symmetry
2D Shapes. Polygons..
Whiteboardmaths.com © 2004 All rights reserved
Whiteboardmaths.com © 2004 All rights reserved
Whiteboardmaths.com © 2010 All rights reserved
Whiteboardmaths.com © 2008 All rights reserved
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.
How to draw a cube using isometric paper.
Whiteboardmaths.com © 2007 All rights reserved
Reflections Lesson
Topic 1 Drawing Techniques. Freehand drawing Sketching Using pencils, pens, charcoal Observation skills Quick.
Maths over Sunday Brunch Sunday 1st August 2010 O’Loughlin Catholic College Exploring some mathematical ideas Matt Skoss & Jeanette Venhoek
Reflections.
Sunday, 23 April 2017 Isometric drawings Starter 26 x 9 = x 7
To get your shape click here! Click here to begin your quest.
Plane Symmetry A plane of symmetry divides a three dimensional shape into two congruent halves that are mirror images of each other. A Cuboid A Cuboid.
1 Complex among the simple Soma A Science Demonstration.
Whiteboardmaths.com © 2004 All rights reserved
2.5 How Can See It? Pg. 17 Kaleidoscopes and Central Angles.
Folding Geometric Shapes. Nets  A net is a two-dimensional figure that, when folded, forms a three-dimensional figure.
Faces, Edges and Vertices- 3D shapes Faces, Edges and Vertices Three dimensional (3D) shapes are defined by the number of faces, edges and vertices.
Whiteboardmaths.com © 2009 All rights reserved
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.
Arithmetic Sequence Application
Pyramids and prisms. By Lara Spronken..
Whiteboardmaths.com © 2008 All rights reserved
Puzzle Cube Research Elijah Garcia. 3D Puzzle Cube  Age group is from six years to adult.  Construction is made of wood and plastic materials.  Cost.
Perspective Sketching. Perspective Drawings A perspective drawing offers the most realistic three-dimensional view of all the pictorial methods, because.
Finding the area of parallelograms and trapeziums
Bug Eye Task Task 1Task 2Task 3Task 4 Task 5Task 6Task 7Task 8 NC Level 4 to 7.
Today we will be learning: to use a ruler to draw straight lines carefully to make a tangram.
FORM. FORM A 3-dimensional object SPHERE CYLINDER.
PowerPointmaths.com © 2004 all rights reserved
3D SHAPES.
Faces, Edges and Vertices
Power of polygons with zometool
Nets and Drawings for Visualizing Geometry
Whiteboardmaths.com © 2004 All rights reserved
Introduction to transformations
Using The Sieve of Eratosthenes
Arithmetic Sequence Application
How to draw a cube using isometric paper.
Finding the Volume of Irregular Shapes
Line Symmetry © 2004 All rights reserved
Reflections.
How Large Skills Area and perimeter of irregular shapes
Geometry Three Dimensions
Lines, shapes and coordinates
3D objects Thursday, 28 February 2019.
Faces, Edges and Vertices
Reflection © T Madas.
12.4 Volume of Prisms and Cylinders
12.4 Volume of Prisms and Cylinders
Reflect the shapes in the mirror lines
Question 13.
Faces, Edges and Vertices
Arithmetic Sequence Application
Nets of Solids.
Point de départ You’ve already seen infinitives that end in -er and -ir. The infinitive forms of some French verbs end in -re. © 2015 by Vista Higher.
How to draw a cube using isometric paper.
Presentation transcript:

Whiteboardmaths.com © 2009 All rights reserved

There are a total of 7 irregular shapes that can be made by joining (3 or 4) cubes together. in face-to-face contact. The only one that can be made using just 3 cubes is shown below together with one using 4 cubes. Each of the irregular shapes must contain a corner nook (concavity) unlike the regular shapes shown. Regular ShapesIrregular Shapes Using unit cubes or the triangular dotty paper provided, can you find the remaining five irregular 4 cubes? SOMACUBE

These two are mirror images of each other. It is a surprising fact that these seven pieces can be joined together to form a 3 x 3 x 3 cube. There are 240 distinct solutions to this puzzle. Can you find one? SOMACUBE This puzzle was invented by the Danish mathematician, Piet Hein in 1927.

Other Shapes Well Tunnel Chair Steps Sofa SOMACUBE All the shapes shown can be built out of the seven pieces. Why not try these or build some of your own?

Spotty