If n is any positive odd integer greater than 1, the n(n2 – 1) is always divisible by:(a)
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n(n^2 – 1)
3*(9-1)=24
5*(25-1)=5*24
7*(49-1)=7*48
3*(9-1)=24
5*(25-1)=5*24
7*(49-1)=7*48
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