Base Converter

Convert numbers between different bases (2-36). See the step-by-step conversion process below.

Result:

This tool converts numbers from one base to another. You can change bases from 2 to 36.

What Is a Base Converter?

A base converter changes numbers among different numbering systems. It helps you see how a number appears in another system. Computers use these systems often.

How to Use This Tool

Follow these steps to convert a number.

  1. Enter a number in the text field. Use digits and letters as needed.
  2. Select the base that your number is currently in using the first drop-down menu.
  3. If your base is not listed, choose "Custom" and type a value between 2 and 36.
  4. Select the target base using the second drop-down menu.
  5. Again, use "Custom" if your target base is not listed and type a value between 2 and 36.
  6. You can swap the bases with the swap button if needed.
  7. Your result appears in the result box with a step-by-step breakdown below it.

Explaining the Input Fields

The text field asks for the number you want to convert.

Each drop-down menu lets you choose a standard base such as Binary (2), Octal (8), Decimal (10), or Hexadecimal (16).

If you select "Custom", a small number box appears. Type a value from 2 to 36 there.

Understanding the Output

The output shows your number in the new base. It also provides a brief explanation of how the conversion works.

The steps include conversion from the original base to decimal and then from decimal to the new base.

Limitations and Notes

This tool only works for bases between 2 and 36.

The tool checks that all characters in your number match the chosen base. If you enter an invalid character, you get a warning.

If both bases are the same, no conversion happens. The tool will let you know.

Examples of Common Use Cases

Final Thoughts

This base converter makes number conversion clear and simple. With easy steps and a step-by-step breakdown, you can learn along the way.

Give it a try. It will help you switch between number systems easily.