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Binary to Hex Converter

Convert binary numbers to hexadecimal instantly. See step-by-step 4-bit group conversion. Uppercase or lowercase output. Complete reference table. 100% free.

Binary to Hex Converter

Convert binary numbers to hexadecimal

Result appears here
0000
0
0001
1
0010
2
0011
3
0100
4
0101
5
0110
6
0111
7
1000
8
1001
9
1010
A
1011
B
1100
C
1101
D
1110
E
1111
F
🔢 4-bit group conversion • Step-by-step breakdown • Reference table

Free Binary to Hex Converter – Convert Binary to Hexadecimal Online

Convert binary numbers to hexadecimal instantly. See step-by-step 4-bit group conversion. Uppercase or lowercase output. Complete reference table. 100% free, browser-based.

What Is Binary to Hexadecimal Conversion?

Binary to hexadecimal conversion transforms base-2 numbers (using only 0 and 1) into base-16 numbers (using 0-9 and A-F). This conversion is fundamental in computer science, programming, and digital electronics.

Why Convert Binary to Hex?

Hexadecimal is preferred over binary in many contexts because:

  • Compact representation: 4 binary digits = 1 hex digit
  • Human readability: FFFF is easier to read than 1111111111111111
  • Common in programming: Memory addresses, color codes, byte values

How to Use This Tool

Step 1: Enter Binary

Type or paste your binary number (only 0s and 1s).

Step 2: Choose Case

Select uppercase (A-F) or lowercase (a-f) output.

Step 3: View Result

See the hex output and step-by-step conversion.

Step 4: Copy

Click copy to use the result.

Conversion Method Explained

Binary to hex conversion works by grouping binary digits into sets of 4 (starting from the right), then converting each group to its hex equivalent.

Step-by-Step Example

Convert 10101111 to hex:

  1. Group into 4-bit chunks (right to left):

    • 1010 | 1111
  2. Convert each group:

    • 1010 = 8+2 = 10 = A
    • 1111 = 8+4+2+1 = 15 = F
  3. Result: AF

Binary to Hex Reference Table

BinaryDecimalHex
000000
000111
001022
001133
010044
010155
011066
011177
100088
100199
101010A
101111B
110012C
110113D
111014E
111115F

Common Conversion Examples

BinaryHexadecimalUse Case
11111111FFMax byte value
10101010AAAlternating bits pattern
11001100CCTwo-bit alternating
11110000F0High nibble set
000011110FLow nibble set
1111111111111111FFFFMax 16-bit value

Understanding the Math

Each binary position represents a power of 2:

Binary:    1    0    1    0
Position:  2³   2²   2¹   2⁰
Value:     8    0    2    0
Sum:       8 + 0 + 2 + 0 = 10 = A in hex

Use Cases

Programming

  • Reading memory dumps
  • Debugging byte values
  • Working with bitwise operations

Web Development

  • Converting binary color values to hex colors
  • Understanding character encoding

Networking

  • Analyzing network packets
  • Working with MAC addresses

Digital Electronics

  • Reading register values
  • Working with microcontrollers

Technical Details

Padding

If the binary length isn't a multiple of 4, leading zeros are added automatically.

Example: 101 becomes 0101 → hex 5

Spaces Allowed

You can include spaces for readability: 1010 1111 works the same as 10101111.

Why 4 Bits = 1 Hex Digit?

  • 4 bits can represent values 0-15 (2⁴ = 16 combinations)
  • Hexadecimal has exactly 16 symbols (0-9, A-F)
  • This 1:4 ratio makes conversion straightforward

Frequently Asked Questions

What if my binary isn't divisible by 4?

The tool automatically pads with leading zeros. 101 becomes 0101.

Does it support spaces?

Yes. Spaces are removed before conversion.

Is there a length limit?

No practical limit. Very long binary strings work fine.

Is my data saved?

No. All processing happens in your browser.