Find the maximum value of the positive integer n for which (n^2) + 2 divides f(n) = (n+1)((n^4)+2n) + 3((n^3)+57)
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Originally Posted by MATNTRNG Find the maximum value of the positive integer n for which (n^2) + 2 divides f(n) = (n+1)((n^4)+2n) + 3((n^3)+57) If divides then must divide 171. The largest integer n with that property is n = 13.
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