Outline of arithmetic
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The following outline is provided as an overview of and topical guide to arithmetic:
Arithmetic – oldest and most elementary branch of mathematics, used by almost everyone, for tasks ranging from simple day-to-day counting to advanced science and business calculations. It involves the study of quantity, especially as the result of operations that combine numbers. In common usage, it refers to the simpler properties when using the traditional operations of addition, subtraction, multiplication and division with smaller values of numbers.
What type of thing is arithmetic?[edit]
Arithmetic can be described as all of the following:
- Branch of science
- Branch of formal science
- Branch of mathematics
- Branch of formal science
Essence of arithmetic[edit]
History of arithmetic[edit]
Main article: History of arithmetic
[edit]
See also: Operation (mathematics)
- Order of operations
- Addition
- Subtraction
- Multiplication
- Division
- Quotient
- Fraction
- Factoring
- Fundamental theorem of arithmetic
- Prime number
- Composite number
- Factor
- Common factors
- Greatest common divisor, also called greatest common factor
- Common factors
- Power
- Square root
- Cube root
- Properties of operations
Types of number[edit]
- Real number
- Odd number
- Even number
- Positive number
- Negative number
- Prime number
- Whole number
- Natural number
Elementary statistics[edit]
Other basic concepts[edit]
Modern arithmetic[edit]
See also[edit]
External links[edit]
| Definitions from Wiktionary | |
| Media from Commons | |
| News stories from Wikinews | |
| Quotations from Wikiquote | |
| Source texts from Wikisource | |
| Textbooks from Wikibooks | |
| Learning resources from Wikiversity | |
- What is arithmetic?
- MathWorld article about arithmetic
- Interactive Arithmetic Lessons and Practice
- Talking Math Game for kids
- The New Student's Reference Work/Arithmetic (historical)
- Arithmetic Game
- Math Games for kids and adults
- Maximus Planudes' the Great Calculation an early western work on arithmetic at Convergence
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