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Let /\= |(|n, |n+1, |n+2),(|n+1, |n+2, |...

Let `/_\= |(|__n, |__n+1, |__n+2),(|__n+1, |__n+2, |__n+3),(|__n+2, |__n+3, |__n+4)|` then (A) `/_\= |__n|__n+1|__n+2` (B) `/_\= 2|__n|__n+1|__n+2` (C) `/_\/(|__n)^3-4` is divisible by n (D) `/_\/(|__n)^3-4` is divisible by n^2

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