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Prove that if a, b E 2:, then (a) n (b) = (m), where m is the least common multiple of a
Chapter 15, Problem 15.24(choose chapter or problem)
QUESTION:
Prove that if a, b E 2:, then (a) n (b) = (m), where m is the least common multiple of a andb. Formulate a generalization involving (al) n (a2) n ... n (an) for ai, a2, "', an E 2:.
Questions & Answers
QUESTION:
Prove that if a, b E 2:, then (a) n (b) = (m), where m is the least common multiple of a andb. Formulate a generalization involving (al) n (a2) n ... n (an) for ai, a2, "', an E 2:.
ANSWER:Step 1 of 4
To show:- If , then , where m is the least common multiple of and .