🔢Number Base Converter Documentation & Guide
Converters
The Number Base Converter seamlessly translates integer values between standard radix representations, including Decimal (Base 10), Binary (Base 2), Hexadecimal (Base 16), Octal (Base 8), and Base 36.
📋How to Use This Tool
- Input Number: Type an integer or string in any supported base (e.g. 255, 10101010, or 0xFF).
- Select Source Base: Choose whether the input is Decimal, Binary, Hex, Octal, or Base 36.
- Convert Number: Click Convert Number Bases to generate simultaneous outputs across all standard bases with nibble grouping.
- Copy Output: Export the converted strings with one click.
⚙️Positional Notation & Radix Math
Every number system uses positional weights based on powers of its radix (b):
• Binary (Base 2): Digits 0, 1. Powers of 2 (1, 2, 4, 8, 16...)
• Octal (Base 8): Digits 0–7. Each digit corresponds to 3 binary bits
• Decimal (Base 10): Standard Arabic numerals 0–9
• Hexadecimal (Base 16): Digits 0–9 and A–F. Each hex digit represents exactly 4 binary bits (1 nibble)
💡Practical Applications
- Embedded systems and microcontrollers: bitmasking, registers, and GPIO configuration.
- Computer science education: understanding binary complements and radix conversions.
- Reverse engineering and network packet inspection: reading hexadecimal byte dumps.
100% Client-Side Privacy Guarantee:All conversions utilize browser BigInt calculations. No numbers, keys, or binary bytes leave your device.
