Understanding Binary Signals and the Mystery of Bytes

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Binary signals at gates can only represent individual bits, either 0 or 1, and not complete bytes, which are typically formed by groups of 8 bits. The output of gates is limited to either all zeros or all ones, raising questions about the existence of bytes in this context. Gates can operate in parallel to manage multiple bits, but many applications do not involve byte formation. An example is a frequency counter, which measures the rate of incoming pulses using precise timing. Ultimately, while gates can contribute to byte formation, they primarily function at the bit level in various applications.
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Each signal that arrives at a gate cannot be a byte, or if it is, can only be 11111111 or 00000000. Also the outcome of each gate is 000...000 or 111...111. So where are the bytes?

(The question might be wrong but if I knew the right question I guess I would had known the answer too).
 
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8 gates in parallel could be used to hold and transfer bytes.
 
Gates usually only handle one bit at a time, as you suggest.

There may not actually be any bytes.

One good example is a frequency counter.
You have a stream of pulses coming into one input of a gate.
Another input has a very precise pulse applied to it. This pulse might last for exactly one second.
So exactly one second's worth of pulses is allowed through to a counter.
So, you get a reading of how many pulses there are per second. That is the frequency of the incoming signal, which is the function of the instrument.

Gates are used in many different ways and quite a lot of them don't involve forming bytes.
When they are, they can be used in sets of 8 or 16 to produce a parallel output of one byte.
Or, there can be a clock which produces the byte as a sequence of 1s and 0s one after the other.
 
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