Integers
Integers are a subset of rational numbers, representing whole numbers and their opposites. They include zero, positive numbers, and negative numbers, with no fractional or decimal parts. Integers are fundamental in arithmetic, algebra, and number theory, governing operations like addition, subtraction, and multiplication. They underlie the counting of objects, measurement of quantities, and the representation of temperature changes. This is a mind map about Integers. The map consists of 7 main branches, namely: ABSOLUTE Value of INTEGERS, ORDER of Operations, RAIsing A NEGATIVE NUMBER, EXPONENTS, ADDION AND SUBTRACTION With INTEGERS, Multiplication AND DIVISION With INTEGERS, Properties of ADDION AND Multiplication. Each main branch has a detailed description of its sub branches. Suitable for people interested in Integers.
Edited at 2024-03-03 20:38:40
- Integers
Integers are a subset of rational numbers, representing whole numbers and their opposites. They include zero, positive numbers, and negative numbers, with no fractional or decimal parts. Integers are fundamental in arithmetic, algebra, and number theory, governing operations like addition, subtraction, and multiplication. They underlie the counting of objects, measurement of quantities, and the representation of temperature changes. This is a mind map about Integers. The map consists of 7 main branches, namely: ABSOLUTE Value of INTEGERS, ORDER of Operations, RAIsing A NEGATIVE NUMBER, EXPONENTS, ADDION AND SUBTRACTION With INTEGERS, Multiplication AND DIVISION With INTEGERS, Properties of ADDION AND Multiplication. Each main branch has a detailed description of its sub branches. Suitable for people interested in Integers.
- Rational Numbers
Rational numbers are numbers that can be expressed as the ratio of two integers, where the denominator is not zero. They include all integers, fractions, and terminating or repeating decimals. Rational numbers form a dense subset of the real numbers, meaning there are rational numbers between any two real numbers. They play a crucial role in mathematics, physics, and engineering. This is a mind map about Rational Numbers. The map contains 6 main branches, namely MIXED WORKS, DEFINIONS, ORDERING INTERNATIONAL NUMBERS, TERMINING AND NON-TERMINING NUMBERS, EXPONENTS OF INTERNATIONAL NUMBERS, WORKS AND PROPERTIES. Each main branch has a detailed description of its sub branches. Suitable for people interested in Rational Numbers.
- Algebra
Algebra is a branch of mathematics that deals with the study of mathematical symbols and the rules for manipulating these symbols. It enables the solution of equations, inequalities, and other mathematical problems through the use of variables, constants, and functions. Algebra is fundamental to many fields, including geometry, physics, engineering, and computer science. This is a mind map about Algebra. The map contains three main branches, namely: ALGEBRIC EXPRESSIONS, PATTERNS and SEQUENCES, and EQUITION. Each main branch has a detailed description of its sub branches. Suitable for people interested in Algebra.
Integers
- Integers
Integers are a subset of rational numbers, representing whole numbers and their opposites. They include zero, positive numbers, and negative numbers, with no fractional or decimal parts. Integers are fundamental in arithmetic, algebra, and number theory, governing operations like addition, subtraction, and multiplication. They underlie the counting of objects, measurement of quantities, and the representation of temperature changes. This is a mind map about Integers. The map consists of 7 main branches, namely: ABSOLUTE Value of INTEGERS, ORDER of Operations, RAIsing A NEGATIVE NUMBER, EXPONENTS, ADDION AND SUBTRACTION With INTEGERS, Multiplication AND DIVISION With INTEGERS, Properties of ADDION AND Multiplication. Each main branch has a detailed description of its sub branches. Suitable for people interested in Integers.
- Rational Numbers
Rational numbers are numbers that can be expressed as the ratio of two integers, where the denominator is not zero. They include all integers, fractions, and terminating or repeating decimals. Rational numbers form a dense subset of the real numbers, meaning there are rational numbers between any two real numbers. They play a crucial role in mathematics, physics, and engineering. This is a mind map about Rational Numbers. The map contains 6 main branches, namely MIXED WORKS, DEFINIONS, ORDERING INTERNATIONAL NUMBERS, TERMINING AND NON-TERMINING NUMBERS, EXPONENTS OF INTERNATIONAL NUMBERS, WORKS AND PROPERTIES. Each main branch has a detailed description of its sub branches. Suitable for people interested in Rational Numbers.
- Algebra
Algebra is a branch of mathematics that deals with the study of mathematical symbols and the rules for manipulating these symbols. It enables the solution of equations, inequalities, and other mathematical problems through the use of variables, constants, and functions. Algebra is fundamental to many fields, including geometry, physics, engineering, and computer science. This is a mind map about Algebra. The map contains three main branches, namely: ALGEBRIC EXPRESSIONS, PATTERNS and SEQUENCES, and EQUITION. Each main branch has a detailed description of its sub branches. Suitable for people interested in Algebra.
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