1. Answer the questions that follow regarding the Comparison Tests. a) [2 points] State completely, the comparison test for convergence. b) [6 points each] Use a comparison test to determine whether the following series converges. 1 i. En=12+30 .324+n4 ii. En=1 75 c) [4 points] Suppose a classmate does the following with a comparison test. Did your classmate correctly apply the test? Explain why or why not. Classmate's work: 3 17n . n n=1 (1) Think: 3 17.n (2) Test: CTFC (3) I & C: Since 3 and > > converges, then so does E 3 17 .n n 17n.n