ConvertNumber conversionString to Binary Converter

String to Binary Converter

String

A string is a sequence of characters, such as letters, numbers, and symbols, used to represent textual data in computer programming. It’s a fundamental data type used to store and manipulate text-based information. Strings are widely utilized in various applications, from simple word processing to complex web development.

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    Binary

    Binary refers to the base-2 numeral system, which uses only two symbols, typically “0” and “1,” to represent numeric values and data. In computing, binary is crucial as it forms the basis for all digital communication and data storage. Computers process and store information using binary code, where each digit (bit) represents a power of 2, allowing for efficient electronic operations.

    How to Convert String to Binary

    Converting a string to binary involves representing each character in the string as its corresponding binary value. Here’s how to do it:

    1. ASCII Encoding: Each character in a string has a unique numerical value assigned to it, known as its ASCII (American Standard Code for Information Interchange) code. You’ll need to convert each character in the string to its ASCII code.
    2. Convert ASCII to Binary: Once you have the ASCII code for each character, convert it to binary. You can do this by repeatedly dividing the decimal value by 2 and noting the remainders.
    3. Padding: Since binary values can have varying lengths, you might need to pad them with leading zeros to ensure consistent lengths for all characters.

    Here’s a simple example:

    Let’s convert the string “Hello” to binary:

    H -> ASCII: 72 -> Binary: 1001000
    e -> ASCII: 101 -> Binary: 1100101
    l -> ASCII: 108 -> Binary: 1101100
    l -> ASCII: 108 -> Binary: 1101100
    o -> ASCII: 111 -> Binary: 1101111

    ASCII text to hex,binary conversion table

    ASCII
    Character
    Hexadecimal Binary
    NUL 00 00000000
    SOH 01 00000001
    STX 02 00000010
    ETX 03 00000011
    EOT 04 00000100
    ENQ 05 00000101
    ACK 06 00000110
    BEL 07 00000111
    BS 08 00001000
    HT 09 00001001
    LF 0A 00001010
    VT 0B 00001011
    FF 0C 00001100
    CR 0D 00001101
    SO 0E 00001110
    SI 0F 00001111
    DLE 10 00010000
    DC1 11 00010001
    DC2 12 00010010
    DC3 13 00010011
    DC4 14 00010100
    NAK 15 00010101
    SYN 16 00010110
    ETB 17 00010111
    CAN 18 00011000
    EM 19 00011001
    SUB 1A 00011010
    ESC 1B 00011011
    FS 1C 00011100
    GS 1D 00011101
    RS 1E 00011110
    US 1F 00011111
    Space 20 00100000
    ! 21 00100001
    22 00100010
    # 23 00100011
    $ 24 00100100
    % 25 00100101
    & 26 00100110
    27 00100111
    ( 28 00101000
    ) 29 00101001
    * 2A 00101010
    + 2B 00101011
    , 2C 00101100
    2D 00101101
    . 2E 00101110
    / 2F 00101111
    0 30 00110000
    1 31 00110001
    2 32 00110010
    3 33 00110011
    4 34 00110100
    5 35 00110101
    6 36 00110110
    7 37 00110111
    8 38 00111000
    9 39 00111001
    : 3A 00111010
    ; 3B 00111011
    < 3C 00111100
    = 3D 00111101
    > 3E 00111110
    ? 3F 00111111
    @ 40 01000000
    A 41 01000001
    B 42 01000010
    C 43 01000011
    D 44 01000100
    E 45 01000101
    F 46 01000110
    G 47 01000111
    H 48 01001000
    I 49 01001001
    J 4A 01001010
    K 4B 01001011
    L 4C 01001100
    M 4D 01001101
    N 4E 01001110
    O 4F 01001111
    P 50 01010000
    Q 51 01010001
    R 52 01010010
    S 53 01010011
    T 54 01010100
    U 55 01010101
    V 56 01010110
    W 57 01010111
    X 58 01011000
    Y 59 01011001
    Z 5A 01011010
    [ 5B 01011011
    \ 5C 01011100
    ] 5D 01011101
    ^ 5E 01011110
    _ 5F 01011111
    ` 60 01100000
    a 61 01100001
    b 62 01100010
    c 63 01100011
    d 64 01100100
    e 65 01100101
    f 66 01100110
    g 67 01100111
    h 68 01101000
    i 69 01101001
    j 6A 01101010
    k 6B 01101011
    l 6C 01101100
    m 6D 01101101
    n 6E 01101110
    o 6F 01101111
    p 70 01110000
    q 71 01110001
    r 72 01110010
    s 73 01110011
    t 74 01110100
    u 75 01110101
    v 76 01110110
    w 77 01110111
    x 78 01111000
    y 79 01111001
    z 7A 01111010
    { 7B 01111011
    | 7C 01111100
    } 7D 01111101
    ~ 7E 01111110
    DEL 7F 01111111

    FAQs on String to Binary Converter

    How to convert a string to binary?

    To convert a string to binary, you need to represent each character in the string using its corresponding binary code. This can be done by converting the ASCII or Unicode value of each character into binary format. Concatenate these binary codes to create the binary representation of the entire string.

    What is a string in binary code?

    A string in binary code is a sequence of binary values representing the characters in a string. Each character is encoded using its binary equivalent, typically following the ASCII or Unicode standard. This binary representation allows computers to process and store textual data as a series of ones and zeros.

    How do you convert words to binary?

    Converting words to binary involves converting each character in the word to its binary equivalent using ASCII or Unicode values. Start by finding the binary code for the first character, then move on to the next characters until you've converted the entire word. Combine these binary values to create the binary representation of the word.

    How do I convert a string to bytes?

    Converting a string to bytes involves encoding the string using a specific character encoding scheme, such as UTF-8. In Python, you can use the encode() method to convert a string to bytes. This encoding process assigns unique byte sequences to characters in the string, allowing it to be stored and transmitted as bytes.

    What is a byte string?

    A byte string is a sequence of bytes that represent textual or binary data. Unlike regular strings, which are composed of characters, byte strings are composed of individual bytes. Byte strings are commonly used to handle binary data, file input/output, and network communication, where data needs to be treated as a series of bytes rather than characters.

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