A 64-bit machine can handle 2 single words with how many memory in order to do fast processing?
Correct answer: D. Both (a) & (c)
- A. 8 byte
- B. 64 bits
- C. 128 bits
- D. Both (a) & (c)
Explanation
This is a possibility depending on the word size (as explained above).The question and the answer choices don't provide enough information to determine the exact amount of memory needed for fast processing.Here's why:Word size is not specified: While the question states it's a 64-bit machine and can handle 2 words, it doesn't specify the size of a word in bits. A word on a 64-bit machine can be 64 bits, but it could also be smaller depending on the architecture (e.g., 32 bits).Fast processing is subjective: There's no definition of "fast processing" in the question. The amount of memory needed for fast processing can vary depending on the specific task and the desired speed. Without additional information about the word size and the specific definition of "fast processing" in this context, it's impossible to definitively choose the best answer.
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Computer fundamentals covers the history and generations of computers, their characteristics, applications and limitations, and the basic data-processing cycle. It includes binary, decimal, octal and hexadecimal number systems, units of storage, input and output devices, memory types, operating systems, and the distinction between raw data and processed information.
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