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Continuous mathematics: theory and practice. Limit of a sequence and limit of a function, continuous and differentiable functions
Оборот титула
Table of contents
Preface
Chapter 1. Introduction
+
Chapter 2. The limit of a sequence
+
Chapter 3. Limits of functions
+
Chapter 4. Derivatives of functions of one variable
+
Chapter 5. Applications of derivatives
+
Chapter 6. Plotting functions
+
Chapter 7. Reference information
-
7.1. Formulas for exponentiation
7.2. Abbreviated multiplication formulas
7.3. Arithmetic progression
7.4. Geometric progression
7.5. Trigonometric formulas
7.5.1. Values and relations with inverse functions
7.5.2. Reduction formulas
7.5.3. Period of sine and cosine
7.5.4. Period of tan and cot
7.5.5. Sum and difference of trigonometric functions
7.5.6. Functions of sum and difference of arguments
7.5.7. Double argument functions
7.5.8. Degree reduction formulas
7.6. Equivalent functions
7.7. Table of derivatives
7.8. Taylor’s formula
Answers to the problems
References
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Chapter 7. Reference information
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Continuous mathematics: theory and practice. Limit of a sequence and limit of a function, continuous and differentiable functions
Table of contents
Preface
Chapter 1. Introduction
+
Chapter 2. The limit of a sequence
+
Chapter 3. Limits of functions
+
Chapter 4. Derivatives of functions of one variable
+
Chapter 5. Applications of derivatives
+
Chapter 6. Plotting functions
+
Chapter 7. Reference information
-
7.1. Formulas for exponentiation
7.2. Abbreviated multiplication formulas
7.3. Arithmetic progression
7.4. Geometric progression
7.5. Trigonometric formulas
7.5.1. Values and relations with inverse functions
7.5.2. Reduction formulas
7.5.3. Period of sine and cosine
7.5.4. Period of tan and cot
7.5.5. Sum and difference of trigonometric functions
7.5.6. Functions of sum and difference of arguments
7.5.7. Double argument functions
7.5.8. Degree reduction formulas
7.6. Equivalent functions
7.7. Table of derivatives
7.8. Taylor’s formula
Answers to the problems
References
