- Paperback: 64 pages
- Publisher: Tarquin Publications (Mar 1997)
- Language English
- ISBN-10: 189961818X
- ISBN-13: 978-1899618187
- Product Dimensions: 24.6 x 17.6 x 0.4 cm
- Average Customer Review: 5.0 out of 5 stars See all reviews (1 customer review)
- Amazon Bestsellers Rank: 397,874 in Books (See Top 100 in Books)
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Product Description
Product Description
Origami is the art of paper folding without the use of scissors or glue and the instructions are given in the form od clearly labelled diagrams. Each of the beautiful and fundamental shapes described in this book is achieved simply by folding sheets of standard A4 paper. For this book David Mitchell has gathered together a most impressive collection of models and ideas which will amaze and interest mathematics teachers and anyone who admires pure geometrical forms.
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Customer Reviews
Most Helpful Customer Reviews
2 of 3 people found the following review helpful
Format:Paperback
As a schoolteacher, I am always looking for different activities for the kids to do, but when it's secondary school mathematics, the options can be a little limited. This book looked as if it had potential, so I thought I'd give it a go.
The instructions and diagrams are clear and easy to follow, and the models are superb, especially when you use coloured paper. If you are a careful worker, all the modules will fit together perfectly. The WOW! factor really wins the kids over and they are very keen to try it, so I use it as an end-of-term treat. There is no need for special origami paper, as a sheet of white A4 is the starting point in every case. You can build cubes, Columbus cubes, dodecahedra, outline dodecahedra, rhombic tetrahedra, and more.
Some of the models are quite a challenge and perhaps not suitable for beginners.
Thoroughly recommended.
The instructions and diagrams are clear and easy to follow, and the models are superb, especially when you use coloured paper. If you are a careful worker, all the modules will fit together perfectly. The WOW! factor really wins the kids over and they are very keen to try it, so I use it as an end-of-term treat. There is no need for special origami paper, as a sheet of white A4 is the starting point in every case. You can build cubes, Columbus cubes, dodecahedra, outline dodecahedra, rhombic tetrahedra, and more.
Some of the models are quite a challenge and perhaps not suitable for beginners.
Thoroughly recommended.
Most Helpful Customer Reviews on Amazon.com (beta)
Amazon.com:
6 reviews
20 of 21 people found the following review helpful
Mathematical fun
26 Oct 2001
Format:Paperback
My office generates lots of notices printed on brightly colored paper (usually printed on only one side). This is a great use for scrap paper. I think it is somewhat challenging (highschool level). I completed all but one. (the Decorative Rhombic Dodecahedron).
Americans should note that A4 paper is not the American satandard 8.5" X 11" but it doesn't make any difference for most of the structures. When you get to the Skeletal Cube shave the 8.5 inch dimension to 7.78 inches.
Americans should note that A4 paper is not the American satandard 8.5" X 11" but it doesn't make any difference for most of the structures. When you get to the Skeletal Cube shave the 8.5 inch dimension to 7.78 inches.
14 of 15 people found the following review helpful
Columbus Cubes or bust!
21 Feb 2003
Format:Paperback
Although not as fascinating as his PAPER CRYSTALS (a stellar work of modular origami), MATHEMATICAL ORIGAMI is a very solid work on the topic. David Mitchell again gives clear instructions in text and diagrams for a very intriguing branch of paperfolding. There are many books on geometric and modular origami, but Mitchell's are more than just "look at this neat design." Instead, they are well thought out and very intelligently written. A must-have for fans of the art.
14 of 15 people found the following review helpful
Review of Mathematical Origami
10 Oct 2001
Format:Paperback
A concise and well-written book, with clear diagrams and straightforward instructions, suitable for any beginner in the field. Includes the most well-known mathematical representation
of modular origami. Advanced users might prefer a higher-level
book. Includes a list of references for further reading that might be helpful.
of modular origami. Advanced users might prefer a higher-level
book. Includes a list of references for further reading that might be helpful.
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