Binary Translator

Binary Translator by Editpad helps you automatically convert binary code into English text and simplify the process of complex multiplication.

What is a Binary Number System?

The binary number system is a two-symbol system that uses only two numbers or digits i.e. “0” and “1” to express any text. Each digit in the binary number system is called a “Bit”.

In binary numbers, the position of each bit matters, where the left bit is most important and the rightmost is of least importance.

For Example:

In “1100” the leftmost bit (1) is the most important, and the rightmost bit (0) is the least important.

How to use Binary Translator by Editpad?

To convert binary to text using Editpad's binary translator, follow these simple steps below:

Type or paste your binary code into the provided input box.
After entering the code, our binary code translator will start translating binary numbers into real text.
The results will be shown in the output box.

Features of Editpad’s Free Binary Translator

Here are the key features of Editpad’s binary code translator tool that make it worth using:

Two-Way Conversion

With Editpad’s Binary Translator, you can do two-way conversion. The tool can convert Binary code to text and text to binary numbers.

Advanced Tool

Binary translator by Editpad works in advanced technologies to ensure 100% accurate conversion of binary code to text and vice versa.

Simple to Use

The user interface of our code translator is simple and easier to navigate. Even newbie users can perfectly do conversions with our tool.

Save Time and Effort

Our binary translator tool works fast to save users time and effort. It can quickly translate complex and long-form binary code.

Output Options

After the conversion process, the code translator provides two output options to get the output. You can copy the converted results or download them to your device.

Free To Use

Our Binary Translator by Editpad is a free-to-use and unlimited tool. It does not require the purchase of any subscription plan or necessary registration.

Applications of the Binary Translator

People can apply our free binary translator tool in different fields. Below are the most common applications of the tool:

1. Computer Programming

The binary translator is used in computer programming as binary is the fundamental language of programmers. The tool can help programmers translate binary-coded instructions into human-readable code and vice versa.

2. Educational Purposes

Educators can use Editpad's binary translator tool to teach about binary codes and their role in computers. Students can experiment and learn with our tool by converting different messages into binary numbers to see how they are expressed in binary.

3. For Coding Secret Messages

You can encode secret messages in binary numbers by our binary translator. After that, you can share it with others who can decode it back into normal text using the tool. However, you shouldn’t encode any sensitive message with our tool.

Table of Binary Code Translation

Here is a comprehensive table showing binary code translation to hexadecimal and ASCII/English Text.

Binary	Hexadecimal	ASCII
00000000	00	NUL
00000001	01	SOH
00000010	02	STX
00000011	03	ETX
00000100	04	EOT
00000101	05	ENQ
00000110	06	ACK
00000111	07	BEL
00001000	08	BS
00001001	09	HT
00001010	0A	LF
00001011	0B	VT
00001100	0C	FF
00001101	0D	CR
00001110	0E	SO
00001111	0F	SI
00010000	10	DLE
00010001	11	DC1
00010010	12	DC2
00010011	13	DC3
00010100	14	DC4
00010101	15	NAK
00010110	16	SYN
00010111	17	ETB
00011000	18	CAN
00011001	19	EM
00011010	1A	SUB
00011011	1B	ESC
00011100	1C	FS
00011101	1D	GS
00011110	1E	RS
00011111	1F	US
00100000	20	Space
00100001	21	!
00100010	22	"
00100011	23	#
00100100	24	$
00100101	25	%
00100110	26	&
00100111	27	'
00101000	28	(
00101001	29	)
00101010	2A	*
00101011	2B	+
00101100	2C	,
00101101	2D	-
00101110	2E	.
00101111	2F	/
00110000	30	0
00110001	31	1
00110010	32	2
00110011	33	3
00110100	34	4
00110101	35	5
00110110	36	6
00110111	37	7
00111000	38	8
00111001	39	9
00111010	3A	:
00111011	3B	;
00111100	3C	<
00111101	3D	=
00111110	3E	>
00111111	3F	?
01000000	40	@
01000001	41	A
01000010	42	B
01000011	43	C
01000100	44	D
01000101	45	E
01000110	46	F
01000111	47	G
01001000	48	H
01001001	49	I
01001010	4A	J
01001011	4B	K
01001100	4C	L
01001101	4D	M
01001110	4E	N
01001111	4F	O
01010000	50	P
01010001	51	Q
01010010	52	R
01010011	53	S
01010100	54	T
01010101	55	U
01010110	56	V
01010111	57	W
01011000	58	X
01011001	59	Y
01011010	5A	Z
01011011	5B	[
01011100	5C	\
01011101	5D	]
01011110	5E	^
01011111	5F	_
01100000	60	`
01100001	61	a
01100010	62	b
01100011	63	c
01100100	64	d
01100101	65	e
01100110	66	f
01100111	67	g
01101000	68	h
01101001	69	i
01101010	6A	j
01101011	6B	k
01101100	6C	l
01101101	6D	m
01101110	6E	n
01101111	6F	o
01110000	70	p
01110001	71	q
01110010	72	r
01110011	73	s
01110100	74	t
01110101	75	u
01110110	76	v
01110111	77	w
01111000	78	x
01111001	79	y
01111010	7A	z
01111011	7B	{
01111100	7C	\|
01111101	7D	}
01111110	7E	~
01111111	7F	DEL

Some Examples of Binary Code Translations

Example# 1:

Binary Code: 01010100 01101000 01100101 00100000 01110100 01101111 01101111 01101100 00100000 01101001 01110011 00100000 01110111 01101111 01110010 01101011 01101001 01101110 01100111 00100000 01100001 01100011 01100011 01110101 01110010 01100001 01110100 01100101 01101100 01111001 00101110

Translation in ASCII: The tool is working accurately.

Example# 2

Binary Code: 01100011 01101000 01100101 01100011 01101011 00100000 01110100 01101000 01100101 00100000 01110011 01100101 01100011 01101111 01101110 01100100 00100000 01100010 01110101 01110100 01110100 01101111 01101110 00101110

Translation in Text: Check the second button.

Example# 3

Binary Code: 01100011 01101111 01110010 01110010 01100101 01100011 01110100 01101001 01101111 01101110 00100000 01110010 01100101 01110001 01110101 01101001 01110010 01100101 01100100 00100000 01101001 01101110 00100000 01110100 01101000 01100101 00100000 01100010 01100001 01100011 01101011 01100101 01101110 01100100 00101110

Translation: Correction required in the backend.

FAQs

1. What does 01101000 01100101 01101100 01101100 01101111 mean in binary?

The binary code 01101000 01100101 01101100 01101100 01101111 means “Hello World”. This word is commonly used in programming languages to show that a program is working properly.

2. Who created binary code?

Binary code was created by Gottfried Leibniz in 1689.

3. What are Hello and Hi in binary?

The binary code for “Hello” is 01001000 01100101 01101100 01101100 01101111, and for “Hi” is 01001000 01101001.

4. How Do You Translate Binary Text?

The fast and simple way to translate binary text is using Editpad's binary translator. This tool will help you convert any binary text with minimum effort.