What is Octal?
Octal is a number system that uses a base of eight. It consists of eight digits: 0, 1, 2, 3, 4, 5, 6, and 7. Each digit in an octal number represents a power of 8. Octal commonly use in computer programming as a way to represent binary numbers in a more compact form. Since each octal digit represents three binary digits, it is often easier to work with octal numbers when dealing with large binary numbers. Moreover, you can use our online Convert Octal to Binary free tool for the conversion of octal numbers into binary data.
What is Binary?
The binary is a numerical system that utilizes only two digits, usually represented by 0 and 1. It uses in computing to encode data and instructions in the form of binary digits or bits, which can have a value of either 0 or 1. Binary serves as the fundamental basis of digital technology and utilize in computer science and engineering, particularly in fields such as data storage, networking, programming, and cryptography.
How does the online Convert Octal to Binary tool work?
Our online Convert Octal to Binary tool allows users to easily convert octal numbers to binary data for free. To use this free tool, simply follow these simple steps:
- Enter or paste your binary data in the given text area.
- Click on the “Convert” button for the result.
- The result will display in the next text area and you can get the binary data.
Moreover, you can see related Online Converter Tools.
Example of Octal Converter to Binary
Convert each digit to 3 Binary digits:
11 010 011 101 110 100 010 011 100 101 11010011101110100010011100101