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until a complete packet vs the input bit by bit

These two phrases are not directly comparable as they convey different ideas. 'Until a complete packet' suggests waiting for a full set of data to be received, while 'the input bit by bit' implies receiving data in small increments. Both phrases are correct in their respective contexts.

Last updated: March 17, 2024 • 607 views

until a complete packet

This phrase is correct and commonly used when referring to waiting for a full set of data to be received.

This phrase is used when describing a situation where one has to wait until all the necessary information or data is gathered before proceeding.
  • incomplete, delaying processing until a complete packet is received and reviewed. › Return this completed form to the Office of Student Financial Services.
  • Feb 11, 2015 ... incomplete, delaying processing until a complete packet is received and reviewed. • Submit this completed form to: Fax: (904) 620-2414.
  • Feb 18, 2015 ... If you skip any question or section, your entire packet may be marked as incomplete, delaying processing until a complete packet is received ...
  • skip any question or section, your entire packet may be marked as incomplete, delaying processing until a complete packet is received and reviewed.

the input bit by bit

This phrase is correct and commonly used when describing the process of receiving data in small increments.

This phrase is used when data is being received or processed in small portions rather than all at once.
  • NOT is unary function and requires only one operand. It is also known as a complement operation. The output is formed by inverting the input bit-by-bit: ...
  • A DAC is basically bits in, and analog value (represented as a double) out. Depending on the data type you use as the input, bit-by-bit (bool, ...
  • This is a "parallel" ADC, meaning that it outputs the binary value of the input bit- by-bit on each of it's pins every time it converts a new sample. The 555 timer at ...
  • For the first one, one way is that we can implement a state machine for modulo 3 operation and then run it on the input bit by bit. If it finally ...

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