Find the product of 2 numbers whose least common multiple is 483 and greatest common divisor is 1523 Can you show the process (work)? Thank you in advance.
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Originally Posted by Eloy Gomez Find the product of 2 numbers whose least common multiple is 483 and greatest common divisor is 1523 Can you show the process (work)? Thank you in advance. Zimmerly's Conjecture: The LCM is never less than the GCD of two natural numbers.
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