Binary Translator

Convert text to binary code and vice versa

Binary Translator

Convert text to binary code and vice versa

Binary translator is a tool to translate binary code into text for reading or printing purposes. You can translate binary to English by using two methods; ASCII and Unicode.

How to use Binary to Text converter?

  • Select the input type from the drop-down menu
  • You can upload a .txt file or, Paste your relevant code in the Input box.
  • Select the output type
  • Hit the Convert Button
  • You can “copy or download” your result
  • You can swap the input boxes by clicking on the “Swap” button
  • Click on the “reset” button to enter new values

Key Features of Binary Translator:

  • Upload a file or document from local storage.
  • Multiple conversions: binary to hexadecimal, octal, decimal, and vice versa.
  • 100% accurate and instant conversions.
  • Copy or download the report easily.

Applications of Binary Code Translator:

The most common application for this number system can be seen in computer technology. All computer language and programming is based on a two-digit number system used in digital encoding. For example, images on your computer screen are encoded using binary for each pixel. In mathematics, especially Boolean algebra, binary is used to assign logic and truth values (0 or 1).

What is Binary Numeral System?

The binary decoder system is based on the number 2 (radix). It consists of only two numbers as a base-2 numeral system: 0 and 1. This is the most efficient system for detecting the OFF (0) and ON (1) state of an electrical signal. Each digit is called a bit, and 8 bits make a byte.

Difference between Bit and Byte:

Bit and Byte are two significant units in the binary number system. “One-bit” represents a single digit of a binary number, whereas “one-byte” is equal to “8-bits”.

What’s ASCII?

ASCII is an international standard used for encoding characters in electronic communication. It encodes 128 specified seven-bit integer characters, including digits, letters, and symbols. ASCII is the basis for most modern character encoding schemes.

Binary to ASCII

ASCII encodes 128 characters, including printable and non-printable control codes. For example, binary 1101001 = hexadecimal 69 = decimal 105 represents lowercase 'i' in ASCII.

UTF-8 (Unicode)

UTF-8 is a character encoding that can be as compact as ASCII but can also contain any unicode characters. It is compatible with ASCII and supports special characters and emojis.

Key Advantages of the Binary Number System:

  • Reliable safety range for computer operations
  • Minimizes necessary circuitry, saving space and energy

Fun Fact

You can encode or translate binary messages written in binary numerals. For example, (01101001)(01101100011011110111011001100101)(011110010110111101110101) = I Love You

Some Common Values Table of Binary Code Translation

BinaryHexadecimalASCII
0000000000NUL
0000000101SOH
0000001002STX
0000001103ETX
0000010004EOT
0000010105ENQ
0000011006ACK
0000011107BEL
0000100008BS
0000100109HT
000010100ALF
000010110BVT
000011000CFF
000011010DCR
000011100ESO
000011110FSI
0001000010DLE
0001000111DC1
0001001012DC2
0001001113DC3
0001010014DC4
0001010115NAK
0001011016SYN
0001011117ETB
0001100018CAN
0001100119EM
000110101ASUB
000110111BESC
000111001CFS
000111011DGS
000111101ERS
000111111FUS
0010000020Space
0010000121!
0010001022"
0010001123#
0010010024$
0010010125%
0010011026&
0010011127'
0010100028(
0010100129)
001010102A*
001010112B+
001011002C,
001011012D-
001011102E.
001011112F/
00110000300
00110001311
00110010322
00110011333
00110100344
00110101355
00110110366
00110111377
00111000388
00111001399
001110103A:
001110113B;
001111003C<
001111013D=
001111103E>
001111113F?
0100000040@
0100000141A
0100001042B
0100001143C
0100010044D
0100010145E
0100011046F
0100011147G
0100100048H
0100100149I
010010104AJ
010010114BK
010011004CL
010011014DM
010011104EN
010011114FO
0101000050P
0101000151Q
0101001052R
0101001153S
0101010054T
0101010155U
0101011056V
0101011157W
0101100058X
0101100159Y
010110105AZ
010110115B[
010111005C\
010111015D]
010111105E^
010111115F_
0110000060`
0110000161a
0110001062b
0110001163c
0110010064d
0110010165e
0110011066f
0110011167g
0110100068h
0110100169i
011010106Aj
011010116Bk
011011006Cl
011011016Dm
011011106En
011011116Fo
0111000070p
0111000171q
0111001072r
0111001173s
0111010074t
0111010175u
0111011076v
0111011177w
0111100078x
0111100179y
011110107Az
011110117B{
011111007C|
011111017D}
011111107E~
011111117FDEL

Binary translator is a tool to translate binary code into text for reading or printing purposes. You can translate binary to English by using two methods; ASCII and Unicode.

How to use Binary to Text converter?

  • Select the input type from the drop-down menu
  • You can upload a .txt file or, Paste your relevant code in the Input box.
  • Select the output type
  • Hit the Convert Button
  • You can “copy or download” your result
  • You can swap the input boxes by clicking on the “Swap” button
  • Click on the “reset” button to enter new values

Key Features of Binary Translator:

  • Upload a file or document from local storage.
  • Multiple conversions: binary to hexadecimal, octal, decimal, and vice versa.
  • 100% accurate and instant conversions.
  • Copy or download the report easily.

Applications of Binary Code Translator:

The most common application for this number system can be seen in computer technology. All computer language and programming is based on a two-digit number system used in digital encoding. For example, images on your computer screen are encoded using binary for each pixel. In mathematics, especially Boolean algebra, binary is used to assign logic and truth values (0 or 1).

What is Binary Numeral System?

The binary decoder system is based on the number 2 (radix). It consists of only two numbers as a base-2 numeral system: 0 and 1. This is the most efficient system for detecting the OFF (0) and ON (1) state of an electrical signal. Each digit is called a bit, and 8 bits make a byte.

Difference between Bit and Byte:

Bit and Byte are two significant units in the binary number system. “One-bit” represents a single digit of a binary number, whereas “one-byte” is equal to “8-bits”.

What’s ASCII?

ASCII is an international standard used for encoding characters in electronic communication. It encodes 128 specified seven-bit integer characters, including digits, letters, and symbols. ASCII is the basis for most modern character encoding schemes.

Binary to ASCII

ASCII encodes 128 characters, including printable and non-printable control codes. For example, binary 1101001 = hexadecimal 69 = decimal 105 represents lowercase 'i' in ASCII.

UTF-8 (Unicode)

UTF-8 is a character encoding that can be as compact as ASCII but can also contain any unicode characters. It is compatible with ASCII and supports special characters and emojis.

Key Advantages of the Binary Number System:

  • Reliable safety range for computer operations
  • Minimizes necessary circuitry, saving space and energy

Fun Fact

You can encode or translate binary messages written in binary numerals. For example, (01101001)(01101100011011110111011001100101)(011110010110111101110101) = I Love You