Binary to Text Converter

A binary number is expressed using the base of two numerical values in digital electronics. Which is (0, 1). These bits are read by the computer as On and Off, respectively (0 as off/false & 1 as on/true). Bits mean "Binary digITs." A bit is the smallest unit of data in a computer, representing a single binary value of 0, 1, or a combination of zero and one. A byte indicates a sequence of 8 bits used to encode one character.

Human language cannot be understood by the computer, and binary language (0,1) is usually incomprehensible by humans. So, how can our instructions be transmitted to the computer? To easily understand computer language, we need a tool that can convert it into plain text. Here's where our free tool can convert binary code into a text that is easy to understand and to print by humans.

If you find a long section of information written in 0s and 1s, you might wonder how it can be translated into plain text. It is difficult to convert these details into plain text. By directly converting binary code into its English text, the tool can save you time when converting binary to text. Changing binary to decimal and decimal to ASCII value (English Text) is the first step if you want to do it manually. Changing it manually is obviously a time-consuming process. Here’s where you can convert binary values instantly using our tool.

You can use the best binary translator to convert binary to English letters by following these steps:

1. First, ensure the options Binary & Text are selected.
2. Now, enter the binary value in the input field.
3. Click on the Convert button to start the conversion from Binary value to ASCII text.
4. The tool will then give you the Text of the given Binary number as a result.
5. Finally, you can either reset or Swap the options, by clicking on the Reset and Swap buttons respectively.

The American Standard Code for Information Interchange is a standard for character encoding used for electronic communication. ASCII codes represent text in computers, telecommunications equipment, and other devices. In today's world, many character encodings are based on ASCII, including many additional characters.

U.S.-ASCII is the updated name for the encoding system, which clarifies that it was developed in the U.S. based on commonly used typographical symbols. ASCII is the traditional name for the encoding system. IEEE's ASCII standard is one of the highlights.

• One of the most common applications of this number system is found in computer technology. In digital encoding, a two-digit number system is a basis for all computer language and programming.
• The display of a color will be determined by which bits are 0s and which are 1s on a screen using a sixteen-bit code. In this way, there are more than 65,000 colors represented by 2 ^ 16. The binary number system is also used in Boolean algebra, a branch of mathematics.
• In the field of mathematics, logic and truth are valued. This application assigns a 0 or 1 to statements based on whether they are true or false. If you're looking for a tool that helps you with this application, you may want to try a binary to text converter, Decimal to Binary, Binary to decimal Converter.
• Taking data and displaying it with restricted bits of information is what constitutes digital encoding. In a binary system, the restricted information consists of 0's and 1's. For instance, images displayed on your computer screen are binary information. Each pixel of these images is encoded using a binary line.

In case you want to convert the binary valuess to Text manually, you can use the following table as a reference:

Chart for Text to Binary conversion

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