
| PART ⅠFROM CALCULUS TO ANALYSIS CHAPTER Ⅰ.1 What's Wrong with the Calculus? CHAPTER Ⅰ.2 Growth and Change in Mathematics PART Ⅱ NUMBER CHAPTER Ⅱ.1 Mathematics: Rational or Irrational ? CHAPTER Ⅱ.2 ConstructⅣe and Non-constructⅣe Methods in Mathematics CHAPTER Ⅱ.3 Common Measures, Highest Common Factors and t Game of Euclid CHAPTER Ⅱ.4 Sides and Diagonals of Regular Polygons CHAPTER Ⅱ.5 Numbers and Arithmetic--A Quick Review CHAPTER Ⅱ.6 Infinite Decimals (Part 1) CHAPTER Ⅱ.7 Infinite Decimals (Part 2) CHAPTER Ⅱ.8 Recurring Nines CHAPTER Ⅱ.9 Fractions and Recurring Decimals CHAPTER Ⅱ.10 The Fundamental Property of Real Numbers CHAPTER Ⅱ 1 The Arithmetic of Infinite Decimals CHAPTER Ⅱ.12 Reflections on Recurring Themes CHAPTER Ⅱ.13 Continued Fractions PART Ⅲ GEOMETRY CHAPTER Ⅲ.1 Numbers and Geometry CHAPTER Ⅲ.2 The Role of Geometrical Intuition CHAPTER Ⅲ.3 Comparing Areas CHAPTER Ⅲ.4 Comparing Volumes CHAPTER Ⅲ.5 Curves and Surfaces PART Ⅳ FUNCTIONS CHAPTER Ⅳ.1 What Is a Number? CHAPTER Ⅳ.2 What Is a Function? CHAPTER Ⅳ.3 What Is an Exponential Function? Index Errata |
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