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Which of the following pairs of numbers have a greatest common factor of 3 and a least common multiple of 27?
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It does not have any pairs, this is a ACT prep question
its basically asking what is the greatest common factor of 3 and least common multiple of 27
So, basically we want to find a number that has GCF = 3 and LCM = 27..
So can you show me how to get these answers?
and yes we want to find those numbers
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For GCF = 3: (3,6) (3, 9) (3, 12) etc etc (Here 3 can divide 3 and 6, 9, 12 cannot divide 3, So 3 is the greatest common factor that is dividing the pairs) For LCM: (9, 27), (1, 27), (3, 27) Here when you will take LCM you get 27 as a LCM in each case..
okay thanks so much!
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