Question: b Given the limit lim jg(x)dx = K, where Ke(-0, ) and g(x) is a continuous, positive decreasing bxo function, what statement cannot be

b Given the limit lim jg(x)dx = K, where Ke(-0, ) and

b Given the limit lim jg(x)dx = K, where Ke(-0, ) and g(x) is a continuous, positive decreasing bxo function, what statement cannot be made about g(n)? n-0 D lim g(n) exists. 800 g(n) diverges by the integral test. no b lim (g(x)dx is a convergent value. b-80 OK can be any value on the interval -00 < K < o.

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