Kiselev's geometry : Book I. Planimetry
Material type: TextPublication details: USA Sumizdat 2006Description: viii, 240 pISBN: 9780977985203LOC classification: QA453Summary: In Russia, everyone knows it by this nickname: "Kiselev's Geometry." It is by far the most famous Russian textbook, in all subjects, ever. It has been published over 40 times in dozens of millions of copies, and lived through many epochs, wars, reforms and revolutions - and not only in education. Now it is translated into English and adapted to fit common guidelines for a high-school level course in plane geometry in the US. The book is equally suitable for homeschooling, regular classes, teachers' professional development, or independent study. Reviewers and editors of former editions uniformly emphasize exceptional clarity of exposition, which makes the book accessible to 7th-graders. Unlike numerous other textbooks in the same subject, "Kiselev's Geometry" is good not only for being studying geometry, but also for having learned it. And it is a beauty too: for both its content and its looks.Item type | Current library | Collection | Shelving location | Call number | Status | Notes | Date due | Barcode | Item holds |
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Book | ICTS | Mathematic | Rack No 6 | QA453 (Browse shelf (Opens below)) | Available | Billno: 1457 ; Billdate: 07.03.2019 | 01808 |
Browsing ICTS shelves, Shelving location: Rack No 6 Close shelf browser (Hides shelf browser)
QA447.M The fractal geometry of nature | QA448.D38 Geometric approximation algorithms | QA451 Euclidean geometry | QA453 Kiselev's geometry : Book I. Planimetry | QA453 Kiselev's geometry : Book II,. Stereometry | QA455 Geometry in problems | QA455 Geometry in problems |
In Russia, everyone knows it by this nickname: "Kiselev's Geometry." It is by far the most famous Russian textbook, in all subjects, ever. It has been published over 40 times in dozens of millions of copies, and lived through many epochs, wars, reforms and revolutions - and not only in education.
Now it is translated into English and adapted to fit common guidelines for a high-school level course in plane geometry in the US. The book is equally suitable for homeschooling, regular classes, teachers' professional development, or independent study. Reviewers and editors of former editions uniformly emphasize exceptional clarity of exposition, which makes the book accessible to 7th-graders. Unlike numerous other textbooks in the same subject, "Kiselev's Geometry" is good not only for being studying geometry, but also for having learned it. And it is a beauty too: for both its content and its looks.
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