Hex Converter
Convert hex number to decimal, binary, etc.
| Hexadecimal: | 1F |
|---|---|
| Binary: | 11111 |
| Decimal: | 31 |
| Octal: | 37 |
| Other Bases | |
| Base-2 | 11111 |
| Base-3 | 1011 |
| Base-4 | 133 |
| Base-5 | 111 |
| Base-6 | 51 |
| Base-7 | 43 |
| Base-8 | 37 |
| Base-9 | 34 |
| Base-10 | 31 |
| Base-11 | 29 |
| Base-12 | 27 |
| Base-13 | 25 |
| Base-14 | 23 |
| Base-15 | 21 |
| Base-16 | 1F |
| Base-17 | 1E |
| Base-18 | 1D |
| Base-19 | 1C |
| Base-20 | 1B |
| Base-21 | 1A |
| Base-22 | 19 |
| Base-23 | 18 |
| Base-24 | 17 |
| Base-25 | 16 |
| Base-26 | 15 |
| Base-27 | 14 |
| Base-28 | 13 |
| Base-29 | 12 |
| Base-30 | 11 |
| Base-31 | 10 |
| Base-32 | V |
| Base-33 | V |
| Base-34 | V |
| Base-35 | V |
| Base-36 | V |
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About Hex Converter
The Hex Converter is used to convert numbers from hexadecimal to binary, decimal, octal and other bases.
Hexadecimal
In mathematics and computer science, hexadecimal is a positional numeral system with a base of 16. It uses sixteen distinct symbols, most often the symbols 0–9 to represent values zero to nine, and A, B, C, D, E, F (or alternatively a–f) to represent values ten to fifteen. Hexadecimal is widely used in computer science because it is relatively easy to convert between hex and binary notation for numbers, and hex is much easier to remember than binary.
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