О.В.Пак, Д.Ардақұлы, Е.В.Ескендирова, Алгебра және анализ бастамалары (Қоғамдық-гуманитарлық бағыт) 10-сынып, 2-бөлім, 2019
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Entries: 29
О.В.Пак
Д.Ардақұлы
Е.В.Ескендирова
10-сынып
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О.В.Пак, Д.Ардақұлы, Е.В.Ескендирова, Алгебра және анализ бастамалары (Қоғамдық-гуманитарлық бағыт) 10-сынып, 2-бөлім, 2019
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5.1. Limit and continuity of a function
Theory
Page 9
5.1.1. Definition of the limit of a function at a point
Theory
Page 9
5.1.2. Continuity of a function at a point and on an interval
Theory
Page 12
5.1.3. Limit of a function at infinity
Theory
Page 13
5.1.4. Indeterminate forms 0/0 and ∞/∞
Theory
Page 17
5.2. Concept of the derivative
Theory
Page 25
5.2.1. Introduction
Theory
Page 25
5.2.2. Fundamental principle of differential calculus
Theory
Page 27
5.2.3. Analytical definition of the derivative
Theory
Page 30
5.2.4. Rules for finding derivatives
Theory
Page 35
5.2.5. Derivative formulas
Theory
Page 37
5.3. Physical and geometric meaning of the derivative
Theory
Page 59
5.3.1. Differential and the physical meaning of the derivative
Theory
Page 59
5.3.2. Tangent to the graph of a function
Theory
Page 63
6.1. Monotonicity criteria
Theory
Page 77
6.2. Extrema and critical points
Theory
Page 86
6.3. Maximum and minimum values of a function on a closed interval
Theory
Page 97
6.4. Problems on finding extrema
Theory
Page 105
6.5. Analyzing functions and plotting their graphs
Theory
Page 114
6.5.1. What is an asymptote of a graph?
Theory
Page 114
6.5.2. Analysis of a function
Theory
Page 117
7.1. Introductory examples
Theory
Page 131
7.2. Discrete and continuous random variables
Theory
Page 131
7.3. Characteristics of a discrete random variable
Theory
Page 133
Review
Problem
Page 143
Appendix. A set on the number line
Other
Page 149
Reference materials
Other
Page 152
Glossary of terms
Other
Page 154
References
Other
Page 167
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