Mathematics, 15.10.2019 02:20 heroxtree

Assume a and b are both integers and a > 0. define a remainder after the division of b by a to be a value r such that r â¥ 0, r < a, and there exists an integer q for which b = aq + r. a) prove uniqueness. that is, if r1 and r2 are both remainders after the division of b by a, then r1 = r2. y

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Assume a and b are both integers and a > 0. define a remainder after the division of b by a to b...