Binary number system denotes numbers with base '2' and it is the primary language of the computer. In binary number system, various numerical data are represented using the 0's and 1's combination. (i.e., 2 is represented as 10 and 3 as 11). Binary codes are used to represent text or computer processor instructions. In computing, binary data is useful for decoding the data. Use the below Alphabets to Binary Conversion Chart to learn the Binary Codes of all English Alphabets.
| Character | Binary Code |
|---|---|
| A | 1000001 |
| B | 1000010 |
| C | 1000011 |
| D | 1000100 |
| E | 1000101 |
| F | 1000110 |
| G | 1000111 |
| H | 1001000 |
| I | 1001001 |
| J | 1001010 |
| K | 1001011 |
| L | 1001100 |
| M | 1001101 |
| N | 1001110 |
| O | 1001111 |
| P | 1010000 |
| Q | 1010001 |
| R | 1010010 |
| S | 1010011 |
| T | 1010100 |
| U | 1010101 |
| V | 1010110 |
| W | 1010111 |
| X | 1011000 |
| Y | 1011001 |
| Z | 1011010 |
| Character | Binary Code |
|---|---|
| a | 1100001 |
| b | 1100010 |
| c | 1100011 |
| d | 1100100 |
| e | 1100101 |
| f | 1100110 |
| g | 1100111 |
| h | 1101000 |
| i | 1101001 |
| j | 1101010 |
| k | 1101011 |
| l | 1101100 |
| m | 1101101 |
| n | 1101110 |
| o | 1101111 |
| p | 1110000 |
| q | 1110001 |
| r | 1110010 |
| s | 1110011 |
| t | 1110100 |
| u | 1110101 |
| v | 1110110 |
| w | 1110111 |
| x | 1111000 |
| y | 1111001 |
| z | 1111010 |
The above Alphabets to Binary Conversion Chart displays the binary codes of English alphabets for both capital and small letters.
