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Perform the modular arithmetic operation. [(11 ∙ 4. + 6] (mod 8) A. 1 B. 5 C. 3 D. 2
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You can either do the arithmetic like normal, then reduce your answer mod 8, or reduce everything mod 8, then do the arithmetic. It doesnt matter.
11 x 4 + 6 = 50 50/ 8 = 6 remainder 2 so its mod 2
So you could do 11*4+6=50, and 50 mod 8 is 2, or reduce 11 mod 8, which is 3, times 3 is 12, reduced mod 8 is 4, plus 6 is 10, reduced mod 8 is 2.
times 4, not 3, my bad.
maybe it is \(\equiv 2(\text{ mod 8})\)
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