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Find the largest value of n such that 3x^2 +nx + 108 can be factored as the product of two linear factors with integer coefficients.

 Mar 2, 2021
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n=$\boxed{325}$

(3x+1)(x+108)=3x^2+324x+x+108=3x^2+325x+108

 Mar 2, 2021

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