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8. Given that the series an converges to L and an = f(n) where f is a continuous positive decreasing function, n=1 which of the

8. Given that the series an converges to L and an = f(n) where f is a continuous positive decreasing function, n=1 which of the following is true? A. / f(x) da diverges B. f(x) dx = L C. f(x) dx converges D. lim an = L E. None of the above

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