(1 point) Consider the following series: 7 n=1 n1.8 Use the integral test as follows to determine whether the series converges or diverges: Find the smallest positive integer / so that the corresponding function f(a ) is continuous, positive, and decreasing for all x > N. N = 1 Evaluate f(x) dac. N The integral equals 0 (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 converges. N The integral test tells us that the series diverges. correct. The integral test is inconclusive