2. In the proof of Gauss’ Lemma, I stated that each of the terms |a|, |2a|,...

2. In the proof of Gauss’ Lemma, I stated that each of the terms |a|, |2a|, …, |(p-1)a/2| are distinct modulo p. Prove this by contradiction. [Hint: As in college algebra, there are two cases.]

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Colby Messinger answered 1 month ago

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