Is Number a Multiple of Both - From Values as Factors (Level 3)

This math topic focuses on advanced concepts of prime factorization and checking whether one number is a multiple of others, using their prime factorized forms. It involves determining if a primary number is a multiple of two other numbers by analyzing their factorized structures, as presented in the format of prime factors raised to appropriate exponents. Additionally, this topic falls under a broader unit on factoring and finding the lowest common multiple, targeting an advanced understanding of these concepts. Each problem presents a situation to decide if one number is a multiple of the others provided, with a choice of 'Yes' or 'No' as answers.

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Is Number a Multiple of Both - From Values as Factors

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Is 200 a multiple of both 60 and 40?

200=235260=223540=235is 200 a multiple of 60 and 40?\begin{align*}200 &= 2^3 \cdot 5^2\\\\[-0.5em]60 &= 2^2 \cdot 3 \cdot 5\\[-0.5em]40 &= 2^3 \cdot 5\end{align*}\\\\ \textsf{is }200\textsf{ a multiple of }\\60\textsf{ and }40?

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