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Number of ways to arrange n distinct objects in a circle (fixing one position to account for rotational symmetry):
$$ (n-1)! $$If clockwise and anticlockwise are considered distinct, then:
$$ (n-1)! \times 2 $$Sign in
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Number of ways to arrange n distinct objects in a circle (fixing one position to account for rotational symmetry):
$$ (n-1)! $$If clockwise and anticlockwise are considered distinct, then:
$$ (n-1)! \times 2 $$Start your IIM journey with the right preparation and crack CAT 2026.
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