Геометрические задачи древнего мира
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Русский
Olympiad
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Entries: 21
Прасолов В.В.
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Геометрические задачи древнего мира
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Entries
21
Foreword
Other
Page 4
Part I. Pre-Greek geometry
Theory
Page 8
Chapter 1. Egypt
Theory
Page 8
Chapter 2. Babylon
Theory
Page 22
Chapter 3. India
Theory
Page 41
Chapter 4. China
Theory
Page 57
Chapter 5. England in the megalithic era
Theory
Page 77
Chapter 6. The number π in antiquity
Theory
Page 81
Recommended literature
Other
Page 84
Part II. Three classical construction problems
Theory
Page 90
Introduction
Other
Page 90
Chapter 7. Doubling the cube
Theory
Page 93
Chapter 8. Trisection of an angle
Theory
Page 127
Chapter 9. Squaring the circle
Theory
Page 143
Chapter 10. Insolvability of the three classical problems using compass and straightedge
Theory
Page 167
Recommended literature
Other
Page 179
Introduction
Other
Page 184
Chapter 11. Euclid
Theory
Page 188
Chapter 12. Archimedes
Theory
Page 199
Chapter 13. Pappus
Theory
Page 213
Recommended literature
Other
Page 224
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