Number System Converters
A comprehensive suite of tools for converting between different number systems. Whether you're working with Binary, Octal, Decimal, or Hexadecimal, we've got you covered.
Number Bases
Binary (Base 2)
The foundation of modern computing, using only 0 and 1. Essential for low-level programming and digital electronics.
Hexadecimal (Base 16)
Uses 0-9 and A-F. Widely used in computing for representing bytes and memory addresses in a human-readable way.
Octal (Base 8)
Uses 0-7. Often used in Unix file permissions and older computer systems.
Universal Converter
Need to convert between custom bases? Our Universal Number System Converter handles any base from 2 to 36.
Open Universal ConverterSystem Converter
Convert numbers between any base (2 to 36).
Hex to Decimal
Convert hexadecimal values to decimal integers.
Hex to Octal
Convert hexadecimal values to octal representation.
Hex to Binary
Convert hexadecimal values to binary digits.
Decimal to Hex
Convert standard decimal numbers to hexadecimal.
Decimal to Binary
Convert decimal numbers to their binary equivalent.
Decimal to Octal
Convert decimal numbers to octal system.
Octal to Hex
Convert octal numbers to hexadecimal format.
Octal to Decimal
Convert octal numbers to standard decimal.
Octal to Binary
Convert octal values to binary sequences.
Number to Word
Convert numeric values to their word representation.
Hex to String
Decode hexadecimal data back into text strings.
String to Hex
Encode text strings into hexadecimal format.
String to Binary
Convert text strings into binary code.
Binary to String
Convert binary code back into human-readable text.