Convert Binary to Text
Understanding Binary to Text Conversion
At the heart of digital communication lies the binary system, a numerical language composed of only two digits: 0 and 1. These binary digits, or "bits," form the building blocks of all digital information, from computer programs to encrypted messages. To bridge the gap between the binary world and the text-based communication we rely on daily, a conversion process must take place.
The Binary to Text Conversion Formula
The process of converting binary to text is based on a straightforward formula. Each character in the text is represented by a unique binary code, typically an 8-bit sequence (also known as a "byte"). By identifying the binary code for each character and translating it back into the corresponding text, the original message can be revealed.
For example, the binary sequence "01000001" represents the letter "A" in the ASCII character encoding system. By applying this conversion formula to an entire binary input, the original text can be reconstructed, character by character.
Binary to Text Conversion Table
| Binary | Text |
|---|---|
| 01000001 | A |
| 01000010 | B |
| 01000011 | C |
| 01000100 | D |
| 01000101 | E |
| 01000110 | F |
| 01000111 | G |
| 01001000 | H |
| 01001001 | I |
| 01001010 | J |
| 01001011 | K |
| 01001100 | L |
| 01001101 | M |
| 01001110 | N |
| 01001111 | O |
| 01010000 | P |
| 01010001 | Q |
| 01010010 | R |
| 01010011 | S |
| 01010100 | T |
| 01010101 | U |
| 01010110 | V |
| 01010111 | W |
| 01011000 | X |
| 01011001 | Y |
| 01011010 | Z |
| 00100000 | |
| 00100001 | ! |
| 00100010 | " |
| 00100011 | # |
| 00100100 | $ |
| 00100101 | % |
| 00100110 | & |
| 00100111 | ' |
| 00101000 | ( |
| 00101001 | ) |
| 00101010 | * |
| 00101011 | + |
| 00101100 | , |
| 00101101 | - |
| 00101110 | . |
| 00101111 | / |
| 00110000 | 0 |
| 00110001 | 1 |
| 00110010 | 2 |
| 00110011 | 3 |
| 00110100 | 4 |
| 00110101 | 5 |
| 00110110 | 6 |
| 00110111 | 7 |
| 00111000 | 8 |
| 00111001 | 9 |
Related: Text to Binary Converter