1.

If in isa positive inteter D=|(n!,(n+1)!,(n+2)!),((n+1)!,(n+2)!,(n+3)!),((n+2)!,(n+3)!,(n+4)!)| then D/((n!)^(3))-4 is divisible by

Answer»

`N`
`n+1`
`n+2`
`n+3`

ANSWER :A


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