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What is the remainder when 8! is divided by 7?

  • A.0
  • B.1
  • C.6
  • D.2

Answer: A

\( 8! = 1 \times 2 \times \cdots \times 8 \) includes 7 as a factor, so it is a multiple of 7.

\[ \text{remainder} = 0 \]

Every factorial from \( 7! \) onward is divisible by 7 for the same reason.

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