Convert Binary to Hex - Fast & Accurate Binary ⇄ Hex Conversion Tool

Convert between binary and hexadecimal number systems with precision using standard mathematical conversion

Binary to Hex Converter Tool
Enter a value to convert between binary and hexadecimal number systems with bidirectional conversion
Note: Binary uses base 2 (0s and 1s) while hexadecimal uses base 16 (0-9, A-F). Perfect for computer science, programming, and digital electronics calculations.

Need a fast and accurate way to convert binary to hex or vice versa? Our binary ⇄ hex converter gives instant results. Enter the value and get precise answers anytime.

Why Users Love This Binary ⇄ Hex Converter

  • Exact in design: Uses the correct formula for accurate results.
  • Instant answers: Results update as you type or on one click.
  • Clear display: Shows both exact and rounded values with adjustable digits.
  • Two-way switch: Toggle between binary to hex and hex to binary.
  • Works anywhere: Mobile and desktop friendly for everyday use.

How to Use Our Converter

  1. Enter the value.
  2. Choose direction: binary to hex or hex to binary.
  3. View instant results.
  4. Copy, share, or save the answer.

Binary

The binary number system (base-2) uses only 0 and 1. Each digit is a bit, and 8 bits form a byte. Binary is the foundation of computing, digital logic, and data storage.

Key Facts About Binary

  • Exact value: Smallest unit is 1 bit.
  • Relationship to other units: 1 byte = 8 bits.
  • Common abbreviation: bin.
  • Notation tips: Often written with prefix 0b or a subscript 2.

Hexadecimal

The hexadecimal number system (base-16) uses 16 symbols (0–9 and A–F). It simplifies long binary values into shorter, readable form.

Key Facts About Hexadecimal

  • Exact value: Base-16 system.
  • Relationship to other units: 1 hex digit = 4 binary digits.
  • Common abbreviation: hex.
  • Notation tips: Often written with prefix 0x or a subscript 16.

Binary to Hex Conversion Formula

Formula:

Hex value = Binary value grouped into 4 bits

Binary to Hex Conversion Examples

Example 1: Convert 1010 (binary) to hex

Step 1: Write the formula = Hex = Binary grouped in 4 bits

Step 2: Substitute the values = 1010 = A

Step 3: Result = A

Example 2: Convert 110101 (binary) to hex

Step 1: Hex = Binary grouped in 4 bits

Step 2: Substitute = 110101 = 0011 0101

Step 3: Result = 35

Example 3: Convert 11111111 (binary) to hex

Step 1: Hex = Binary grouped in 4 bits

Step 2: Substitute = 1111 1111

Step 3: Result = FF

Hex to Binary Conversion Formula

Formula:

Binary value = Each hex digit written as 4 binary bits

Hex to Binary Conversion Examples

Example 1: Convert A (hex) to binary

Step 1: Formula = Binary = Hex digit expanded

Step 2: Substitute = A = 1010

Step 3: Result = 1010

Example 2: Convert 3F (hex) to binary

Step 1: Binary = Each digit in 4 bits

Step 2: Substitute = 3 = 0011, F = 1111

Step 3: Result = 00111111

Example 3: Convert 7B (hex) to binary

Step 1: Binary = Each digit in 4 bits

Step 2: Substitute = 7 = 0111, B = 1011

Step 3: Result = 01111011

Applications of Binary and Hex Conversions

  • Programming: Memory addressing and debugging.
  • Networking: IP addresses and MAC addresses often involve hex.
  • Web design: Colors are written in hex (example: #FF5733).
  • Embedded systems: Microcontrollers store data in binary and hex.

Quick Reference Table for Binary ⇄ Hex Conversion

Binary

Decimal

Hex

Notes

0001

1

1

Smallest non-zero value

1010

10

A

Common conversion

1111

15

F

Largest single hex digit

10000

16

10

First two-digit hex

11010

26

1A

Mix of letters/numbers

111111

63

3F

Common ASCII range

1000000

64

40

Round figure

11111111

255

FF

8-bit max value

100110011

307

133

Random example

11110000

240

F0

Used in bitwise operations

Use our Binary ⇄ Hex Converter at Digital Calculator for fast, accurate, and reliable results in computing, programming, and everyday problem solving.

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Published: 10/3/2025