(1 point) Test the series for convergence or divergence. [6 (-e)-n. n= 1 Part 1: Divergence Test Identify the corresponding positive terms: bn = Evaluate the limit: lim bn = Since lim bn is Select the Divergence Test tells us Select Part 2: Alternating Series Test - Test for Convergence Compute the derivative: bn = Since d -bn Select the sequence Select dn . So the Alternating Series Test tells us Select - Absolute vs. Conditional Since the corresponding positive series _ben Select by the Select the alternating series > 6(-e) " converges Select