The remainder of the division, by 4, is a number between 0 and 3. In the case of binary, this would maintain the last two bits of the original number.
28-bits
As quoted from Google Books, "Word size refers to the number of bits that a microprocessor can manipulate at one time."
There are 16 decimal numbers that can be represented by 4-bits.
The mantissa holds the bits which represent the number, increasing the number of bytes for the mantissa increases the number of bits for the mantissa and so increases the size of the number which can be accurately held, ie it increases the accuracy of the stored number.
That's called a "parity violation", which indicates a bit error in the byte. That's the whole purpose of parity ... detecting bit errors, although in order to do it, you have to significantly increase the data load by adding an extra bit to every 7 or 8 bits in the end-user's business traffic.
No, computers have been built with as few as 1 bit in a word to 72 bits in a word and architectures have been proposed with as many as 256 bits in a word.
There are 8 bits in every byte.
1 byte=8 bits SO, 3byts=24 bits
The bits associated with synchronization and framing increase the processing overhead in asynchronous time division multiplexing. These bits are necessary for maintaining the timing and alignment of data streams from multiple sources within the system.
1 byte = 8 bits.
it breaks
The bat will usually live.
8 Bits
The remainder of the division, by 4, is a number between 0 and 3. In the case of binary, this would maintain the last two bits of the original number.
You count every character and all the spaces, then multiply it by 8. Each character and space is represented in 8 binary digits which are called bits BInary digiTS. 8 bits make a byte and 1 byte represents a single character or space. So, when you count the characters and spaces in a sentence, you will know the number of bytes the sentence has. So, multiply that number by 8 and you will know how many bits.
4 bits