Which one of the following is true about Performance considerations for COMP-5?
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(1) Using 5 to 9 digits is 35% faster than using 1 to 4 digits.
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(2) Using 10 to 18 digits is 2200% slower than using 1 to 4 digits.
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(3) using an odd number of digits is 5% to 20% faster than using an even number of digits
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(4) Using the 16 to 18 digits is up to 140% slower than using 1 to 15 digits
COMP-5 performance degrades significantly with larger digit counts due to increased computational complexity. Using 10-18 digits is dramatically slower (over 20x) than using 1-4 digits because each additional digit requires more processing power for arithmetic operations and storage management.
To answer this question, we need to understand the performance considerations for COMP-5.
Option A) Using 5 to 9 digits is 35% faster than using 1 to 4 digits. This option is incorrect because there is no information provided that suggests using 5 to 9 digits is faster than using 1 to 4 digits.
Option B) Using 10 to 18 digits is 2200% slower than using 1 to 4 digits. This option is correct. It states that using 10 to 18 digits is 2200% slower than using 1 to 4 digits. This means that using a larger number of digits significantly impacts the performance of COMP-5.
Option C) Using an odd number of digits is 5% to 20% faster than using an even number of digits. This option is incorrect because there is no information provided that suggests using an odd number of digits is faster than using an even number of digits.
Option D) Using the 16 to 18 digits is up to 140% slower than using 1 to 15 digits. This option is incorrect because it contradicts the information provided in option B, which states that using 10 to 18 digits is 2200% slower than using 1 to 4 digits.
Therefore, the correct answer is option B. Using 10 to 18 digits is 2200% slower than using 1 to 4 digits.