Mathematics, 17.02.2021 01:40, alisonlebron15

Show that for any positive integers a, b, and c, abclcm(a, b, c) ≥ lcm(b, c) lcm(c, a)* lcm(a, b), where lcm denotes the least common multiple

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Show that for any positive integers a, b, and c, abc*lcm(a, b, c) ≥ lcm(b, c)* lcm(c, a)* lcm(a, b), where lcm denotes the least common multiple

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Show that for any positive integers a, b, and c, abclcm(a, b, c) ≥ lcm(b, c) lcm(c, a)* lcm(a, b), where lcm denotes the least common multiple