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If the least common multiple of a positive integer \(x, 4^3\) and \(6^5\) is \(6^6,\) then \(x\) can take how many value

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If the least common multiple of a positive integer \(x, 4^3\) and \(6^5\) is \(6^6,\) then \(x\) can take how many value

by Vincen » Mon May 31, 2021 7:48 am

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If the least common multiple of a positive integer \(x, 4^3\) and \(6^5\) is \(6^6,\) then \(x\) can take how many values?

A 1
B 6
C 7
D 30
E 36

Answer: C

Source: GMAT Club Tests
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