Examples of using Binary digits in English and their translations into Bulgarian
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                        Computer
                    
Each letter is assigned a bit string of 5 binary digits.
They could check eight binary digits, or bits, of data, at every cycle.
With the 3:1 recoding they were worth 36 binary digits.
Machine code uses sets of binary digits to form instructions.
With the 2:1 recoding,these 12 chunks were worth 24 binary digits.
Each word comprised 16 binary digits(bits), with a bit being a zero or a one.
These two possible values are‘0' and‘1' and interpreted as binary digits.
These signs were called binary digits, in English- binary digit, or bit.
He used a similar technique to memorize the precise order of 4,140 random binary digits in half an hour.
By using 16 binary digits we can represent a total of 65536 numbers, because 216=65536.
It is a little dramatic to watch a person get 40 binary digits in a row and then repeat them back without error.
By using 8 binary digits(0 or 1) we can represent a total of 256 numbers, because 28=256.
As we have already mentioned, numbers in the binary  system consist of binary digits, which are ordered by the powers of 2.
The binary digits 0 and 1 can be easily represented in the computing machines as"current" and"no current", or as"+5V" and"-5V".
That is, they could check eight binary digits, or bits, of data, at every cycle.
In an fsk(frequency-shift keying) transmitter, which transmits digital facts, the frequency of the provider is shifted among two frequencies which represent the 2 binary digits, 0 and 1.
The bitwise operators' performance on binary digits 0 and 1 is shown in the following table.
In an FSK(frequency-shift keying) transmitter, which transmits digital data,the frequency of the carrier is shifted between two frequencies which represent the two binary digits, 0 and 1.
Along the top is a sequence of 18 binary digits, far more than any subject was able to recall after a single presentation.
Accordingly, modern computers are equipped with 16-bit sound cards,which means using 16 binary digits to encode one sample of the sound wave.
Since there is a large discrepancy in the amount of information recalled in these two cases,we suspect at once that a recoding procedure could be used to increase the span of immediate memory for binary digits.
Unlike classical computers,which store information as bits(binary digits of either 0 or 1), quantum computers code information into quantum bits, or qubits.
Though one of its qubits didn't work, the remaining 53 were quantum entangled with one another andused to generate a set of binary digits and check their distribution was truly random.
In 1605, Francis Bacon discussed a system whereby letters of the alphabet could be reduced to sequences of binary digits, which could then be encoded as a scarcely visible variation of font in letters- now known as Bacon's cipher.
Although one of the qubits did not function, the remaining 53 were entangled with one another andwere used to produce a set of binary digits and check that their distribution was truly random.
In 1605 Francis Bacon discussed a system whereby letters of the alphabet could be reduced to sequences of binary digits, which could be encoded as scarcely visible variations in the font in any random text.
Bit: A binary digit of either 0 or 1.
A 1 or 0 is called a Bit which is short for BInary DigiT.
In other words- every single binary digit is multiplied by 2 raised to the power of the position it is in.
Bit(Binary DigIT) A single digit  number in base-2, in other words, either a 1 or a zero.