Number Base Converter

Professional online number base conversion tool supporting binary, octal, decimal, and hexadecimal number systems

Input Number

Conversion Results

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Number Systems & Applications

Understanding different number systems and their practical uses in technology

🔵

Binary

Base 2

Base 2 number system using only digits 0 and 1

Format:
0b10110101
Common Uses:
  • Programming & Development
  • Computer Science Education
  • Digital Electronics
🟠

Octal

Base 8

Base 8 number system using digits 0-7

Format:
0o1234567
Common Uses:
  • Programming & Development
  • Computer Science Education
  • Digital Electronics
🟢

Decimal

Base 10

Base 10 number system using digits 0-9

Format:
123456789
Common Uses:
  • Programming & Development
  • Computer Science Education
  • Digital Electronics
Currently selected
🔴

Hexadecimal

Base 16

Base 16 number system using digits 0-9 and letters A-F

Format:
0x1A2B3C4D
Common Uses:
  • Programming & Development
  • Computer Science Education
  • Digital Electronics

Tool Features

Our number base converter has the following powerful features

🔢

Multi-Base Support

Convert between binary (base 2), octal (base 8), decimal (base 10), and hexadecimal (base 16) number systems

Real-time Conversion

Instant conversion as you type with live validation and error detection

Input Validation

Smart validation ensures only valid digits are accepted for each number base

📋

Copy & Share

One-click copy functionality to easily share conversion results

🎓

Educational Tool

Perfect for learning computer science concepts and number system theory

📱

Mobile Friendly

Responsive design works perfectly on desktop, tablet, and mobile devices

Frequently Asked Questions

Frequently asked questions about the number base converter

What number bases does this converter support?

Our converter supports the four most commonly used number bases: Binary (base 2), Octal (base 8), Decimal (base 10), and Hexadecimal (base 16). These cover the vast majority of use cases in programming and computer science.

What is the maximum number size I can convert?

The converter can handle numbers up to JavaScript's safe integer limit (2^53 - 1). For most practical applications including programming and education, this provides more than sufficient range.

How do I enter hexadecimal numbers?

For hexadecimal input, use digits 0-9 and letters A-F (case insensitive). You don't need to include the '0x' prefix - just enter the hex digits directly. For example, enter 'FF' not '0xFF'.

What about negative numbers?

Currently, the converter focuses on positive integers for simplicity and clarity. This covers the majority of use cases in programming, networking, and educational contexts. Negative number support may be added in future updates.

Can I convert fractional numbers?

The current version supports integer conversions only. Fractional number base conversion is more complex and less commonly needed. We're considering adding this feature based on user feedback.

Is this tool accurate for programming use?

Yes, absolutely! The converter uses JavaScript's built-in parseInt() and toString() methods with proper base parameters, ensuring accuracy for all programming and computational needs within the supported range.

How can I verify the conversion results?

You can verify results by converting back to the original base, using a calculator with programmer mode, or checking against known values. Our tool also shows all four bases simultaneously for easy cross-verification.

Why are leading zeros removed in some bases?

Leading zeros are automatically removed in decimal and hexadecimal representations as they don't affect the number's value. Binary representations may show leading zeros for clarity when working with specific bit widths.

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