Odd and Even

If \( m\) is odd and \(n\) is even, which of the following is definitely an even number?

A. \(\ m^2 + n\)
B. \(\ m^2 + mn\)
C. \(\ m^2+n^2\)
D. \(\ m+ n^2\)
E. \(\ mn + n^2\)

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