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This beautiful model to cut out and glue together has twelve sharp spikes emerging from pentagonal cups and forming ten pairs of parallel planes, each in a different colour.
- This book explains dyscalculia -- but for the first time from the perspective of a sufferer. - It is estimated up to 5% of the population suffers from the condition - Often humorous, sufferers and their carers will find it a relief and a joy to share experiences and learn more about how to cope.
The world of beautiful mathematical diagrams has been explored by Pat Storey. From the fascinating variety of fractals, spirals and more, she has created a series of stunning quilts. The book contains patterns and detailed instructions for the making of fourteen small quilts; with diagrams and guidance for the construction of four styles of fullsize quilts, using the small quilts as blocks. SPIRAL TRIANGLES Logarithmic Spiral Baravelle Spiral Archimedean Spiral THE FRACTALS Sierpinskis Triangle Pythagorean Tree von Kochs Snowflake Lutes of Pythagoras SYMMETRY Rotational Symmetry Reflective Symmetry OTHER Penrose Tiling Tessellation Fibonacci Series Perspective and Optical Illusion
Following the pattern of her previous book, this second collection by Hilary McElderry offers new pictures to color and further opportunity and encouragement for children to learn and practise their multiplication tables. It is intended to act as an encouragement for children to learn their tables. On every page there are diagrams made up of small numbered areas. If that number will divide by the number being studied, then the area has to be colored or shaded. When all the target areas of a particular puzzle are colored, then the hidden picture is revealed. There are also other charts and hundred squares to color and the book is then rounded off with a target test to confirm the progress being made.
This title features 180 puzzles, offering two similar ones on a wide variety of topics. They should help to increase interest and to reinforce mathematical vocabulary. All answers are provided.
This title is intended to act as an encouragement for children to learn multiplication tables. On every page there are diagrams made up of small numbered areas. If that number will divide by the number being studied then the area has to be coloured.
A study of the life and works of M.C. Escher. It shows many of the sketches, studies and diagrams which he made while creating his magical effects. His contribution to our understanding of perception and what we regard as possible or impossible is discussed and explained in this book.
Includes detailed instructions for making a wide variety of mathematical models of all kinds. Complete nets are given for all regular Archimedean and stellated polyhedra together with a number of interesting compounds. There are sections on folding, dissections and linkages.
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