Hex to Binary Converter - Free Online Tool with Table & Calculator

Convert hexadecimal to binary instantly with our professional hex to binary converter. Features hex to binary table, conversion examples in Python, Java, C++, and Excel formulas. Perfect hex to binary calculator for programmers and students.

Master hex to binary conversion with step-by-step examples, programming code samples, file processing methods, and comprehensive conversion tables. Supports all hex to binary conversion scenarios from simple calculator operations to complex file transformations.

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Hex to Binary Conversion Formula & Calculator Method

Direct Mapping Formula for Hex to Binary Conversion

Each Hex Digit → 4 Binary Digits (Nibble)

The hex to binary conversion formula uses direct mapping where each hexadecimal digit corresponds to exactly 4 binary digits. This hex to binary calculator method works because 16 = 2⁴, making the conversion straightforward and efficient.

Hex to Binary Conversion Examples: A3F

Hex Input: A 3 F
Binary Output: 1010 0011 1111
A = 1010 (decimal 10)
3 = 0011 (decimal 3)
F = 1111 (decimal 15)
Final Result: 101000111111

This hex to binary conversion example demonstrates the direct mapping method used in most hex to binary calculators.

Hex to Binary Table - Calculator Reference

0→0000
1→0001
2→0010
3→0011
4→0100
5→0101
6→0110
7→0111
8→1000
9→1001
A→1010
B→1011
C→1100
D→1101
E→1110
F→1111

Essential hex to binary table for manual calculations and programming reference.

Complete Hex to Binary Table & Conversion Examples

Hex to Binary Table - Single Digits (0-F)

HexBinaryDecimal
000000
100011
200102
300113
401004
501015
601106
701117
810008
910019
A101010
B101111
C110012
D110113
E111014
F111115

Hex to Binary Conversion Examples - Common Patterns

HexBinaryDescription
FF111111118-bit all 1s
80100000008-bit MSB
7F011111118-bit max signed
AA10101010Alternating
5501010101Inverse alt.
0F00001111Lower nibble
F011110000Upper nibble
FFFF111111111111111116-bit all 1s
8000100000000000000016-bit MSB
DEAD1101111010101101Debug pattern

Hex to Binary Programming Examples - Python, Java, C++

🐍Hex to Binary Python - Code Examples

# Hex to Binary Python - Method 1: Using bin() function
hex_value = "A3F"
decimal = int(hex_value, 16)
binary = bin(decimal)[2:]  # Remove '0b' prefix
print(f"Hex to Binary: {hex_value} = {binary}")
# Output: Hex to Binary: A3F = 101000111111

# Hex to Binary Python - Method 2: Manual conversion with table
def hex_to_binary_converter(hex_str):
    hex_to_bin_table = {
        '0':'0000', '1':'0001', '2':'0010', '3':'0011',
        '4':'0100', '5':'0101', '6':'0110', '7':'0111',
        '8':'1000', '9':'1001', 'A':'1010', 'B':'1011',
        'C':'1100', 'D':'1101', 'E':'1110', 'F':'1111'
    }
    return ''.join(hex_to_bin_table[c] for c in hex_str.upper())

# Hex to Binary conversion example
result = hex_to_binary_converter("A3F")
print(f"Hex to Binary Result: A3F = {result}")

# Hex to Binary file processing
def convert_hex_file_to_binary(input_file, output_file):
    with open(input_file, 'r') as f:
        hex_data = f.read().strip()
    binary_result = hex_to_binary_converter(hex_data)
    with open(output_file, 'w') as f:
        f.write(binary_result)

Hex to Binary Java - Code Examples

// Hex to Binary Excel Formula Examples

// Method 1: Using HEX2BIN function (for values up to FFFFFFFF)
=HEX2BIN("A3")
// Result: 10100011

// Method 2: Custom formula for larger hex values
=DEC2BIN(HEX2DEC("A3"))
// Result: 10100011

// Method 3: Complex hex to binary conversion for multi-digit hex
// For cell A1 containing "A3F", use this formula:
=SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(
SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(
SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(
SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(
UPPER(A1),"0","0000"),"1","0001"),"2","0010"),"3","0011"),
"4","0100"),"5","0101"),"6","0110"),"7","0111"),
"8","1000"),"9","1001"),"A","1010"),"B","1011"),
"C","1100"),"D","1101"),"E","1110"),"F","1111")

// Hex to Binary Excel table for reference:
// A1: Hex | B1: Binary | Formula in B1: =HEX2BIN(A1)
// 0       | 0000       | 
// 1       | 0001       |
// 2       | 0010       |
// ...     | ...        |
// F       | 1111       |

// Excel VBA Function for hex to binary conversion:
Function HexToBinaryConverter(hexValue As String) As String
    Dim i As Integer
    Dim binaryResult As String
    
    For i = 1 To Len(hexValue)
        Select Case UCase(Mid(hexValue, i, 1))
            Case "0": binaryResult = binaryResult & "0000"
            Case "1": binaryResult = binaryResult & "0001"
            Case "2": binaryResult = binaryResult & "0010"
            // ... continue for all hex digits
            Case "F": binaryResult = binaryResult & "1111"
        End Select
    Next i
    
    HexToBinaryConverter = binaryResult
End Function

Hex to Binary C++ - Code Examples

#include <iostream>
#include <string>
#include <bitset>
#include <sstream>

class HexToBinaryConverter {
public:
    // Hex to Binary C++ - Method 1: Using bitset
    static std::string hexToBinary(const std::string& hex) {
        std::stringstream ss;
        for (char c : hex) {
            int value = (c >= '0' && c <= '9') ? c - '0' : 
                       (c >= 'A' && c <= 'F') ? c - 'A' + 10 :
                       (c >= 'a' && c <= 'f') ? c - 'a' + 10 : 0;
            std::bitset<4> binary(value);
            ss << binary;
        }
        return ss.str();
    }
    
    // Hex to Binary C++ - Method 2: Manual conversion table
    static std::string hexToBinaryManual(const std::string& hex) {
        std::string hexToBinTable[] = {
            "0000", "0001", "0010", "0011", "0100", "0101", "0110", "0111",
            "1000", "1001", "1010", "1011", "1100", "1101", "1110", "1111"
        };
        
        std::string result;
        for (char c : hex) {
            int index = (c >= '0' && c <= '9') ? c - '0' : 
                       (c >= 'A' && c <= 'F') ? c - 'A' + 10 :
                       (c >= 'a' && c <= 'f') ? c - 'a' + 10 : 0;
            result += hexToBinTable[index];
        }
        return result;
    }
};

// Hex to Binary C++ calculator example
int main() {
    std::string hexInput = "A3F";
    std::string result1 = HexToBinaryConverter::hexToBinary(hexInput);
    std::string result2 = HexToBinaryConverter::hexToBinaryManual(hexInput);
    
    std::cout << "Hex to Binary: " << hexInput << " = " << result1 << std::endl;
    std::cout << "Manual method: " << hexInput << " = " << result2 << std::endl;
    return 0;
}

📊Hex to Binary in Excel - Formula Examples

// Hex to Binary Excel Formula Examples

// Method 1: Using HEX2BIN function (for values up to FFFFFFFF)
=HEX2BIN("A3")
// Result: 10100011

// Method 2: Custom formula for larger hex values
=DEC2BIN(HEX2DEC("A3"))
// Result: 10100011

// Method 3: Complex hex to binary conversion for multi-digit hex
// For cell A1 containing "A3F", use this formula:
=SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(
SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(
SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(
SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(SUBSTITUTE(
UPPER(A1),"0","0000"),"1","0001"),"2","0010"),"3","0011"),
"4","0100"),"5","0101"),"6","0110"),"7","0111"),
"8","1000"),"9","1001"),"A","1010"),"B","1011"),
"C","1100"),"D","1101"),"E","1110"),"F","1111")

// Hex to Binary Excel table for reference:
// A1: Hex | B1: Binary | Formula in B1: =HEX2BIN(A1)
// 0       | 0000       | 
// 1       | 0001       |
// 2       | 0010       |
// ...     | ...        |
// F       | 1111       |

// Excel VBA Function for hex to binary conversion:
Function HexToBinaryConverter(hexValue As String) As String
    Dim i As Integer
    Dim binaryResult As String
    
    For i = 1 To Len(hexValue)
        Select Case UCase(Mid(hexValue, i, 1))
            Case "0": binaryResult = binaryResult & "0000"
            Case "1": binaryResult = binaryResult & "0001"
            Case "2": binaryResult = binaryResult & "0010"
            // ... continue for all hex digits
            Case "F": binaryResult = binaryResult & "1111"
        End Select
    Next i
    
    HexToBinaryConverter = binaryResult
End Function

Hex to Binary Calculator & File Processing Applications

Hex to Binary Calculator Operations

Bit Masks with Hex to Binary Conversion

0x0F = 00001111 (lower 4-bit mask)
0xF0 = 11110000 (upper 4-bit mask)
0xFF = 11111111 (8-bit byte mask)
0x80 = 10000000 (MSB mask)

Hex to Binary File Processing

Read hex file → Convert to binary → Save binary file
Batch hex to binary conversion for large datasets
Hex dump analysis with binary representation
Binary pattern matching in hex files

Hex to Binary to Decimal Chain Conversion

A3F → 101000111111 → 2623
FF → 11111111 → 255
Use for multi-base number system verification

Hex to Binary Converter Applications

Permission Systems & Calculator

0x7 = 111 (read/write/execute permissions)
0x4 = 100 (read-only permission)
0x6 = 110 (read/write permissions)

Status Flags & Binary Patterns

0xA0 = 10100000 (flags 5 and 7 set)
0x03 = 00000011 (flags 0 and 1 set)
0xFF = 11111111 (all flags set)

Hex to Binary Calculator Usage

Quick hex to binary conversion verification
Educational tool for number system learning
Programming homework and exam preparation

Why Use Hex to Binary Converter & Calculator?

Technical Advantages of Hex to Binary Calculator

  • Direct Mapping: Each hex digit corresponds exactly to 4 binary digits, making hex to binary conversion simple and intuitive
  • Bit Pattern Analysis: View specific bit patterns to understand bitwise operations and hex to binary table relationships
  • Debugging Convenience: Quickly view binary representation of memory contents in low-level programming
  • Digital Circuits: Analyze logic gates, flip-flops, and other digital circuit states with hex to binary conversion examples

Hex to Binary Application Scenarios

  • System Programming: Memory address analysis, register values, interrupt vector conversion with hex to binary calculator
  • Network Protocols: Packet header field parsing, flag bit analysis using hex to binary conversion examples
  • Embedded Development: GPIO configuration, peripheral register settings with hex to binary table reference
  • Cryptography & Security: Encryption key analysis, hash value processing, encrypted data bit-level analysis
  • File Processing: Hex file to binary conversion for data analysis, forensic investigations, and reverse engineering

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Hex to Binary Calculator Embed Code

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