Rustumova_2
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Русский
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Entries: 32
И.П.Рустюмова
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Chapter VI. Trigonometric functions
Theory
Page 4
§ 1. Identical transformations of trigonometric expressions
Theory
Page 4
§ 2. Methods for solving trigonometric equations
Theory
Page 36
§ 3. Methods for solving trigonometric inequalities
Theory
Page 62
Chapter VII. Foundations of calculus
Theory
Page 90
§ 1. Function and its properties
Theory
Page 90
§ 2. Derivative of a function and its calculation
Theory
Page 155
§ 3. Studying a function using the derivative
Theory
Page 180
§ 4. Geometric and physical meaning of the derivative
Theory
Page 224
§ 5. Antiderivative of a function and its calculation
Theory
Page 246
Chapter VIII. Methods for solving plane geometry problems
Problem
Page 323
§ 1. Triangles
Theory
Page 323
§ 2. Quadrilaterals
Theory
Page 349
§ 3. Circumference and circle
Theory
Page 374
Chapter IX. Solid geometry
Theory
Page 399
§ 1. Calculating distances and angles in space
Theory
Page 399
§ 2. Prism
Theory
Page 411
§ 3. Pyramid
Theory
Page 425
§ 4. Truncated pyramid
Theory
Page 442
Solids of revolution
Theory
Page 452
§ 5. Cylinder
Theory
Page 452
§ 6. Cone
Theory
Page 459
§ 7. Truncated cone
Theory
Page 466
§ 8. Sphere. Ball
Theory
Page 471
§ 9. Rotation of plane figures
Theory
Page 482
§ 10. Combinations of polyhedra and solids of revolution
Theory
Page 490
Chapter X. Elements of analytic geometry and vector algebra
Theory
Page 514
§ 1. Cartesian coordinates
Theory
Page 514
§ 2. Vectors in the plane and in space
Theory
Page 534
Chapter XI. Elements of combinatorics and probability theory
Theory
Page 550
§ 1. Combinatorics
Theory
Page 550
§ 2. Elements of probability theory
Theory
Page 587
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