Binary to Hex Converter

Convert Binary to Hexadecimal
BINBinary Input (Base 2)
HEXHexadecimal Output (Base 16)
Examples:
BIN: 1010 → HEX: A
BIN: 11111111 → HEX: FF
BIN: 110100011 → HEX: 1A3
Conversion Information:
  • Binary (Base 2): Uses only digits 0 and 1
  • Hexadecimal (Base 16): Uses digits 0-9 and letters A-F (where A=10, B=11, C=12, D=13, E=14, F=15)
  • Process: Each group of 4 binary digits converts to one hex digit
  • Common Use: Binary is the fundamental number system in computing; Hex provides a more compact representation
Number Conversion

Binary to Hex Converter

Convert binary numbers to hexadecimal format with our easy-to-use converter. Binary (base 2) and hexadecimal (base 16) are fundamental number systems in computer science and programming.

Key Features:

  • Real-time Conversion: See results as you type
  • Input Validation: Ensures only valid binary characters (0-1)
  • Copy Function: Easily copy results to clipboard
  • Bidirectional: Switch between binary-to-hex and hex-to-binary
  • Examples: Built-in examples to help you understand the conversion

Perfect for programmers, students, and anyone working with different number systems in computing, digital electronics, or mathematics.

When to Use Binary to Hex Conversion?

Programming & Development

Converting between binary and hex is essential in low-level programming, bit manipulation, and when working with hardware interfaces in software development.

Digital Electronics

Binary is the fundamental language of computers, while hex provides a more compact representation. Understanding conversions is crucial for circuit design and embedded systems.

System Programming

Memory addresses, register values, and bit flags are often displayed in hex but processed as binary. Converting between them helps in debugging and optimization.

Computer Science Education

Learning number base conversions is fundamental to understanding how computers represent and process data at the bit level.