Binary notation is a system of numerical notation that uses only two digits, 0 and 1, to represent all numbers. It is the foundation of modern computing and is used extensively in computer science and engineering. This article provides a detailed explanation of binary notation, including its definition, origin, meaning, associations, synonyms, antonyms, and example sentences.
Definitions
Binary notation is a system of numerical notation that uses only two digits, 0 and 1, to represent all numbers. It is also known as the base-2 system, as opposed to the traditional decimal or base-10 system, which uses ten digits, 0 to 9.
Origin
The origin of binary notation can be traced back to the ancient Chinese book I Ching, which was written more than 3,000 years ago. The book contains a system of divination based on the arrangement of lines, which can be either solid or broken. The solid lines represent the number one, while the broken lines represent the number zero. This system was later adapted by mathematicians and engineers to create the modern binary notation system.
Meaning in different dictionaries
According to the Oxford English Dictionary, binary notation is “a system of numerical notation that uses only two digits, 0 and 1, to represent all numbers.” The Merriam-Webster Dictionary defines it as “a system of notation in which any number is represented by a combination of the digits 0 and 1.” The Cambridge Dictionary defines it as “a system of writing numbers using only the digits 0 and 1, used especially in computing.”
Associations
Binary notation is often associated with computer science and engineering, as it is the foundation of modern computing. It is also associated with digital electronics, as binary signals are used to represent information in electronic devices. Additionally, binary notation is associated with the concept of Boolean logic, which is used in computer programming and digital circuit design.
Synonyms
Some synonyms of binary notation include base-2 notation, dual notation, and Boolean notation.
Antonyms
There are no direct antonyms of binary notation, as it is a unique system of numerical notation. However, it can be contrasted with other numerical systems, such as the decimal or hexadecimal systems.
The same root words
The root words of binary notation are “bi-” and “nary.” “Bi-” means “two,” while “nary” means “relating to numbers.” Therefore, binary notation can be understood as a system of numerical notation that uses two digits.
Example Sentences
- The computer uses binary notation to represent all numbers and characters.
- The engineer designed a digital circuit using Boolean logic and binary notation.
- The student learned how to convert decimal numbers to binary notation in their computer science class.
- The programmer used binary notation to write a program that sorted data in a database.
- The technician analyzed the binary signals in the electronic device to diagnose the problem.