Alan Sultan is Professor of Mathematics at Queens College of the City University of New York, USA.Alice F. Artzt is Professor of Secondary Mathematics Education at Queens College of the City University of New York, USA.

• Preface Notes to the Reader/ProfessorWhat is New in the Second EditionChapter 1 Intuition and Proof Chapter 2 Basics of Number TheoryChapter 3 Theory of Equations Chapter 4 Measurement: Area and Volume Chapter 5 The Triangle: Its Study and Consequences Chapter 6 Introduction to Non-Euclidean Geometry Chapter 7 Constructions and Three Problems of Antiquity Chapter 8 Building the Real Number System Chapter 9 Building the Complex Numbers Chapter 10 Functions and Modeling Chapter 11 Geometric Transformations Chapter 12 Trigonometry Chapter 13 Data Analysis and Probability Hints and Answers for Selected Problems

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Alan Sultan is Professor of Mathematics at Queens College of the City University of New York, USA.Alice F. Artzt is Professor of Secondary Mathematics Education at Queens College of the City University of New York, USA.

• Preface Notes to the Reader/ProfessorWhat is New in the Second EditionChapter 1 Intuition and Proof Chapter 2 Basics of Number TheoryChapter 3 Theory of Equations Chapter 4 Measurement: Area and Volume Chapter 5 The Triangle: Its Study and Consequences Chapter 6 Introduction to Non-Euclidean Geometry Chapter 7 Constructions and Three Problems of Antiquity Chapter 8 Building the Real Number System Chapter 9 Building the Complex Numbers Chapter 10 Functions and Modeling Chapter 11 Geometric Transformations Chapter 12 Trigonometry Chapter 13 Data Analysis and Probability Hints and Answers for Selected Problems

Select Guide Rating

Alan Sultan is Professor of Mathematics at Queens College of the City University of New York, USA.Alice F. Artzt is Professor of Secondary Mathematics Education at Queens College of the City University of New York, USA.

• Preface Notes to the Reader/ProfessorWhat is New in the Second EditionChapter 1 Intuition and Proof Chapter 2 Basics of Number TheoryChapter 3 Theory of Equations Chapter 4 Measurement: Area and Volume Chapter 5 The Triangle: Its Study and Consequences Chapter 6 Introduction to Non-Euclidean Geometry Chapter 7 Constructions and Three Problems of Antiquity Chapter 8 Building the Real Number System Chapter 9 Building the Complex Numbers Chapter 10 Functions and Modeling Chapter 11 Geometric Transformations Chapter 12 Trigonometry Chapter 13 Data Analysis and Probability Hints and Answers for Selected Problems

Select Guide Rating