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lim(n →∞){1/(1 - n^2) + 2/(1 - n^2) + 3/(1 - n^2) + .... + n/(1 - n^2)} =

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lim(n →∞){1/(1 - n2) + 2/(1 - n2) + 3/(1 - n2) + .... + n/(1 - n2)} =

(A) 0

(B) - 1/2

(C) 1/2

(D) ∞

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Answer is (B) -1/2

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