Number Base Converter
Convert numeric values between arbitrary base systems (Binary, Octal, Decimal, Hex, Base36).
About Number Base Converter
The Universal Number Base Converter translates numbers across Binary (Base-2), Octal (Base-8), Decimal (Base-10), Hexadecimal (Base-16), and arbitrary custom bases (Base-2 to Base-36) with arbitrary-precision BigInt support.
How to Use Number Base Converter
Step 1
Enter a number in any base field (Binary, Decimal, Hex, or Octal).
Step 2
Watch all other number base representations update in real time.
Step 3
Toggle 4-bit or 8-bit binary space grouping.
Step 4
Click "Copy" next to any base format.
Practical Use Cases for Number Base Converter
Computer Architecture & Low-Level Systems Programming
Convert memory addresses, CPU registers, and hardware flags between binary bitmasks and hexadecimal words in C/C++, Rust, and Assembly.
Color Code & Character Encoding Calculations
Convert decimal RGB values (0-255) to 2-digit Hex strings (`#FF`) and ASCII character codepoints.
Input & Output Examples
Converting Decimal 255 across Number Bases
Decimal (Base-10): 255
Binary: 11111111 | Hex: FF | Octal: 377 | Base-36: 73
Key Features & Performance
- ✓Simultaneous multi-base conversion: Binary, Octal, Decimal, Hexadecimal, and Custom Base (2–36).
- ✓Supports arbitrarily large numbers using native JavaScript `BigInt` (zero precision loss).
- ✓Byte grouping options: 4-bit nibbles (e.g. `1111 0000`) and 8-bit bytes.
- ✓Step-by-step mathematical radix division explanations.
- ✓100% Client-Side computation.
- ✓1-Click Copy values.
Key Terminology & Definitions
Radix (Base)
The number of unique digits (including zero) used to represent numbers in a positional numeral system (e.g. Radix 10 for decimal, Radix 16 for hexadecimal).
Nibble
A four-bit aggregation, or half an octet, representing a single hexadecimal digit (0-F).
