Т. А. Алдамұратова. Математика 5-сынып. 1-бөлім, 2017
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Т. А. Алдамұратова
5-сынып
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Т. А. Алдамұратова. Математика 5-сынып. 1-бөлім, 2017
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Entries
46
Foreword
Other
Page 3
1.1. Natural numbers and zero
Theory
Page 4
1.2. Coordinate ray. Representing natural numbers and zero on a coordinate ray
Theory
Page 9
1.3. Comparing natural numbers. Double inequality
Theory
Page 14
Notes on the history of numeral systems and number notation
Other
Page 18
1.4. Addition and subtraction of natural numbers
Theory
Page 20
1.5. Multiplication and division of natural numbers. Fundamental property of a quotient
Theory
Page 24
From the history of arithmetic operation, equality and inequality symbols
Other
Page 28
1.6. Properties of arithmetic operations
Theory
Page 29
Learn this. Gauss's method for finding a sum
Other
Page 34
1.7. Order of arithmetic operations with natural numbers
Theory
Page 36
1.8. Numerical expressions. Algebraic expressions
Theory
Page 38
1.9. Simplifying expressions
Theory
Page 43
1.10. Equation
Theory
Page 48
1.11. Formulas. Calculations using formulas
Theory
Page 54
1.12. Number sequence
Theory
Page 60
1-тарауды қайталауға арналған жаттығулар
Problem
Page 63
2.1. Divisors of a natural number. Multiples of a natural number
Theory
Page 67
Learn this. For further reading
Other
Page 72
Finding a natural-number root of an equation by selecting divisor pairs
Other
Page 72
2.2. Prime numbers. Composite numbers
Theory
Page 73
Sieve of Eratosthenes
Other
Page 77
2.3. Basic properties of divisibility
Theory
Page 79
2.4. Натурал сандардың 2-ге, 5-ке және 10-ға бөлінгіштік белгілері
Theory
Page 83
2.5. Натурал сандардың 3-ке және 9-ға бөлінгіштік белгілері
Theory
Page 87
2.6. Power of a number
Theory
Page 91
2.7. Prime factorization of composite numbers
Theory
Page 96
2.8. Greatest common divisor. Coprime numbers
Theory
Page 101
2.9. Least common multiple
Theory
Page 108
2-тарауды қайталауға арналған жаттығулар
Problem
Page 113
2.10. Motion with the current
Theory
Page 115
3.1. Common fractions. Reading and writing common fractions
Theory
Page 121
3.2. Fundamental property of a common fraction. Reducing fractions
Theory
Page 128
3.3. Proper fractions. Improper fractions
Theory
Page 135
3.4. Mixed numbers
Theory
Page 140
3.5. Representing common fractions and mixed numbers on a coordinate ray
Theory
Page 145
3.6. Reducing common fractions and mixed numbers to a common denominator
Theory
Page 152
3.7. Comparing common fractions. Comparing mixed numbers
Theory
Page 159
3.8. Addition and subtraction of common fractions
Theory
Page 167
3.9. Addition and subtraction of mixed numbers
Theory
Page 175
3.10. Unit fractions
Other
Page 182
Historical notes
Other
Page 186
3.11. Multiplication of common fractions and mixed numbers
Theory
Page 187
3.12. Reciprocal numbers
Theory
Page 196
3.13. Division of common fractions. Division of mixed numbers
Theory
Page 199
Performing arithmetic operations with common fractions and mixed numbers
Theory
Page 207
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