(1 point) Consider the following series: \":2 n(1n n)5 Use the integral test as follows to determine whether the series converges or diverges: Find the smallest positive integer N so that the corresponding function f(:r:) is continuous, positive, and decreasing for all a: Z N. N: 2 iii (X) Evaluate f an) dx. N The integral equals iii (Enter "diverges" if the integral diverges.) Given your answers above, what does the integral test tell you about the series? The integral test tells us that the series diverges. v