The number of ways of arranging $9$ men and $5$ women around a circular table so that no two women come together are

  • A
    $8! \times ^8 P_5$
  • B
    $9! \times ^9 P_5$
  • C
    $8! \times ^9 P_5$
  • D
    $8! \times 5!$

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