What is the largest value of \(x\) for which \(12^x\) leaves zero remainder when it divides \(\dfrac{50!}{10!}?\)

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by AAPL » Wed Nov 27, 2024 6:07 pm

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What is the largest value of \(x\) for which \(12^x\) leaves zero remainder when it divides \(\dfrac{50!}{10!}?\)

A. \(9\)
B. \(18\)
C. \(19\)
D. \(22\)
E. \(39\)

OA B

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What is the largest value of \(x\) for which \(12^x\) leaves zero remainder when it divides \(\dfrac{50!}{10!}?\)

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What is the largest value of \(x\) for which \(12^x\) leaves zero remainder when it divides \(\dfrac{50!}{10!}?\)

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