Binary and Base-12 Converter
Binary and Base-12 Converter Tool
This free online Binary and Base-12 Converter tool is designed to convert binary numbers to decimal and base-12 numbers to hexadecimal, making it an essential resource for programmers, developers, and mathematicians. With its user-friendly interface and instant results, this tool simplifies number conversions and saves time, optimizing workflows and improving productivity.
Binary to Decimal Converter
Base-12 to Hexadecimal Converter
How the Tool Works
The Binary to Decimal conversion uses the formula: decimal = ∑(bit * 2^position), where bit is each binary digit and position is the digit's position, starting from 0 on the right.
The Base-12 to Hexadecimal conversion first converts the base-12 number to decimal using the formula: decimal = ∑(digit * 12^position), where digit is each base-12 digit and position is the digit's position, starting from 0 on the right. Then, it converts the decimal to hexadecimal using the standard decimal to hexadecimal conversion method.
| Binary Number | Decimal Equivalent |
|---|---|
| 1010 | 10 |
| 1101 | 13 |
| 1001 | 9 |
| 1111 | 15 |
| 1011 | 11 |
| Base-12 Number | Hexadecimal Result |
|---|---|
| 1A2B | A2B |
| 12AB | 12AB |
| 1234 | 1234 |
| AB12 | AB12 |
| 123A | 123A |
Common Use Cases for the Binary and Base-12 Converter Tool
- Converting binary code to decimal for programming and development purposes
- Translating base-12 numbers to hexadecimal for use in computer science and mathematics
- Simplifying number conversions for data analysis and processing
- Assisting with cryptography and encryption by converting between number systems
- Facilitating communication between different programming languages and systems
- Aiding in the understanding of computer architecture and number representation
- Supporting educational initiatives in mathematics, computer science, and programming
- Enhancing productivity for professionals working with binary and base-12 numbers
- Providing a quick reference for converting between different number systems
- Streamlining workflows and reducing errors in number conversions