Ж.У.Кобдикова, Ш.Қ.Нұрманбетова, Р.Октябрь. Математика 6-сынып, 2015
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Ж.У.Кобдикова
Ш.Қ.Нұрманбетова
Р.Октябрь.
6-сынып
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Ж.У.Кобдикова, Ш.Қ.Нұрманбетова, Р.Октябрь. Математика 6-сынып, 2015
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Foreword
Other
Page 3
Review of the Grade 5 mathematics course
Problem
Page 4
§1. Divisibility of natural numbers. Properties of arithmetic operations
Theory
Page 4
§2. Arithmetic operations with decimal and common fractions
Theory
Page 5
§3. Finding values of expressions with decimal and common fractions
Theory
Page 6
§4. Equation. Solving word problems
Theory
Page 7
§5. Percent. Finding a percent of a number and a number by its percent
Theory
Page 8
§6. Rounding numbers
Theory
Page 10
Chapter I. Ratio and proportion
Theory
Page 12
§7. Ratio. Percentage ratio of two numbers
Theory
Page 12
§8. Proportion
Theory
Page 17
§9. Main property of a proportion
Theory
Page 21
§10. Direct proportional dependence. Inverse proportional dependence
Theory
Page 24
§11. Solving word problems using proportion
Theory
Page 29
§12. Finding a percent of a number and a number by its percent using proportion
Theory
Page 33
§13. Using proportion in drawing diagrams
Theory
Page 36
§14. Scale
Theory
Page 38
§15. Circumference, area of a disk. Ball. Sphere
Theory
Page 41
Chapter II. Rational numbers and operations with them
Theory
Page 45
§16. Positive and negative numbers. Coordinate line
Theory
Page 45
§17. Opposite numbers. Integers. Rational numbers
Theory
Page 50
§18. Absolute value of a number. Simple equations with a variable under the absolute value sign
Theory
Page 55
§19. Comparing rational numbers
Theory
Page 59
§20. Adding rational numbers using a coordinate line
Theory
Page 62
§21. Adding negative rational numbers
Theory
Page 65
§22. Adding rational numbers with different signs
Theory
Page 69
§23. Properties of addition of rational numbers
Theory
Page 73
§24. Subtracting rational numbers with different signs
Theory
Page 76
§25. Subtracting rational numbers with the same signs
Theory
Page 79
§26. Distance between points on a coordinate line
Theory
Page 82
§27. Multiplying rational numbers
Theory
Page 85
§28. Commutative and associative properties of multiplication of rational numbers
Theory
Page 89
§29. Dividing rational numbers. Arithmetic operations with rational numbers
Theory
Page 92
Chapter III. Expressions and identities
Theory
Page 96
§30. Variable. Expression with a variable
Theory
Page 96
§31. Distributive property of multiplication of rational numbers
Theory
Page 99
§32. Expanding brackets. Coefficient. Like terms. Combining like terms
Theory
Page 102
§33. Identical transformation of expressions. Identity
Theory
Page 106
Chapter IV. Linear equations with one variable
Theory
Page 111
§34. Numerical equalities and their properties. Solving equations
Theory
Page 111
§35. Linear equation with one variable. Equivalent equations
Theory
Page 115
§36. Solving equations using transposition of terms and expanding brackets
Theory
Page 119
§37. Solving word problems using a linear equation with one variable
Theory
Page 122
§38. Linear equations with one variable under the absolute value sign
Theory
Page 126
Chapter V. Linear inequalities with one variable and their systems
Theory
Page 129
§39. Numerical inequality and its properties
Theory
Page 129
§40. Number intervals
Theory
Page 134
§41. Intersection and union of number intervals
Theory
Page 138
§42. Linear inequalities with one variable. Equivalent inequalities. Solving linear inequalities with one variable
Theory
Page 142
§43. System of linear inequalities with one variable
Theory
Page 146
§44. Linear inequalities with one variable under the absolute value sign
Theory
Page 149
§45. Solving linear inequalities with one variable under the absolute value sign
Theory
Page 152
Chapter VI. Coordinate plane
Theory
Page 156
§46. Plane. Perpendicular lines and segments
Theory
Page 156
§47. Parallel lines and segments
Theory
Page 159
§48. Coordinate plane. Rectangular coordinate system
Theory
Page 162
§49. Axial and central symmetry
Theory
Page 167
Chapter VII. Function. Linear function
Theory
Page 172
§50. Function. Argument and value of a function
Theory
Page 172
§51. Ways of defining a function: analytic method, defining by formula
Theory
Page 176
§52. Defining a function by a table
Theory
Page 179
§53. Defining a function graphically
Theory
Page 182
§54. Domain of a function. Increasing and decreasing of a function
Theory
Page 187
§55. Linear function and its graph. Properties of a linear function
Theory
Page 190
§56. Relative position of graphs of linear functions
Theory
Page 193
Chapter VIII. Linear equations with two variables and their systems
Theory
Page 198
§57. Linear equation with two variables and its graph
Theory
Page 198
§58. System of linear equations with two variables
Theory
Page 202
§59. Solving a system of linear equations with two variables by the addition method
Theory
Page 204
§60. Solving a system of linear equations with two variables by substitution
Theory
Page 208
§61. Solving a system of linear equations with two variables graphically
Theory
Page 211
§62. Solving word problems using a system of linear equations with two variables
Theory
Page 216
Chapter IX. Review of the Grade 6 mathematics course
Problem
Page 220
§63. Arithmetic operations with rational numbers
Theory
Page 220
§64. Absolute value of a number
Theory
Page 221
§65. Solving equations
Theory
Page 222
§66. Direct and inverse proportional dependencies
Theory
Page 223
§67. Coordinate plane
Theory
Page 224
§68. Linear equation with one variable
Theory
Page 226
§69. Linear inequalities with one variable and their systems
Theory
Page 228
§70. Linear equations and inequalities with one variable under the absolute value sign
Theory
Page 230
§71. Function. Linear function and its graph
Theory
Page 232
§72. System of linear equations with two variables
Theory
Page 232
Answers
Answer
Page 234
References
Other
Page 236
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