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What is Hexadecimal (Hex)?

Hexadecimal (hex) is a base-16 number system that uses digits 0-9 and letters A-F, widely used in computing for representing binary data, colors, and memory addresses.

Hexadecimal (hex) is a base-16 number system that uses sixteen symbols: digits 0-9 representing values zero through nine, and letters A-F representing values ten through fifteen. It’s the standard notation for representing binary data in a human-readable form.

Why hex exists in computing

One hex digit maps perfectly to 4 binary bits (a nibble). Two hex digits represent one byte (8 bits). This makes hex far more compact and readable than binary while maintaining a direct conversion path.

Binary:      11111111
Decimal:     255
Hexadecimal: FF

Writing FF is much easier than writing 11111111, and converting between hex and binary is trivial — each hex digit maps to exactly 4 bits.

Common uses

Colors: CSS hex colors use 6 hex digits (3 bytes) for RGB values. #FF6B35 means red=255, green=107, blue=53. The shorthand #F63 expands to #FF6633.

Memory addresses: Debuggers and system programming use hex for memory addresses: 0x7FFE1234ABCD. The 0x prefix is the standard notation to indicate a hex value in most programming languages.

MAC addresses: Network interface identifiers use hex pairs separated by colons: 00:1A:2B:3C:4D:5E.

Hash digests: MD5, SHA-256, and other hash functions output their results as hex strings. An MD5 hash is 32 hex characters (16 bytes).

Character encoding: Unicode code points are written in hex: U+0041 is the letter “A”. Hex escape sequences in strings (\x41, \u0041) represent characters by their code point.

Hex in programming

Most languages support hex literals with the 0x prefix:

const red = 0xFF;    // 255
const mask = 0xFF00; // 65280
const flags = 0x0F & value;  // bitwise AND with 00001111

Hex is particularly useful for bitwise operations, hardware register manipulation, and reading binary file formats.

Converting hex

Hex to decimal: multiply each digit by its positional power of 16. 2F = (2 × 16) + (15 × 1) = 47.

Decimal to hex: repeatedly divide by 16, collecting remainders. 255 ÷ 16 = 15 remainder 15 → FF.

Convert between hex and text with Hex to Text and ASCII to Hex. For hex arithmetic, use the Hex Calculator. Convert between number bases with the Number Base Converter.

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