If \(n\) is the first of two consecutive odd integers, and if the difference of their squares is 120, which of the following equations can be used to find their values? (A) \((1+n)^2-n^2=120\) (B) \(n^2-(n+2)^2=120\) (C) \([(n+2)-n]^2=120\) (D) \(n^2-(n+1)^2=120\) (E) \((n+2)^2-n^2=120\) (…)
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