Use the Euclidean algorithm to compute GCD(129491539,146304609) = GCD(96486161,699665507) =
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Q: Smith Waterman Algorithm
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A: Answer is given below .
Q: 6358×47328= show working out, leaving the answer in the octal form.
A:
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A: The computation is shown below:
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Q: Reduce (25)^(25)^(32) mod 23 to smallest positive number.
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Q: Find the greatest common divisor (GCD) of 36 and 54 using the Euclidean algorithm. Show your work.
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