Numbers Converter
Comprehensive Numbers Converter
Converting numbers between different numeral systems is a fundamental operation in computer science, mathematics, and digital electronics. Our Numbers Converter tool allows you to seamlessly convert numbers between various bases—from binary and octal to decimal, hexadecimal, and even bases 2 through 36. Whether you’re debugging code, designing digital circuits, or studying number theory, our converter makes the process quick and error-free.
What Bases Are Covered?
Our converter supports an extensive range of bases:
Common Numeral Systems:
Binary (base-2) – The language of computers.
Octal (base-8) – Often used in computing.
Decimal (base-10) – The standard for everyday counting.
Hexadecimal (base-16) – Widely used in programming and digital design.
Extended Bases:
Options for every numeral system from base‑2 to base‑36, so you can convert numbers between any two bases with ease.
How Does It Work?
Our converter follows a straightforward two-step process:
Parsing the Input:
It reads the number as a string and interprets it according to the selected “From” base.Conversion to the Target Base:
The parsed number is then converted into the desired “To” base and displayed in uppercase for clarity.