1. Do the following geometric series {choose one:) converge {diverge {can't tell? What is the reason for your answer? If the series converges, what is the value of the series? CO 240(3) 11:4 1'! 00 1099": EL) k2 2. Do the following series {choose one:] converge ,1 diverge f ca n't tell by test according to the Divergence Test? To show the reason for your answer, evaluate the limit. CU . n'jl _ 16113 +11 I'll1 3. Do the following series (choose one:) converge / diverge / can't tell by test according to the Integral Test? To show the reason for your answer, evaluate the integral. 0.0001 710.9999 n=1 10,000 71.0001 n=14. Does the following series [choose one:) converge f diverge / can't tell by test according to the Comparison Test? Justify your answer by stating the 230:1 bk series you chose and the comparison of the km value of this series with the k\"1 value of the series you are evaluating. i sin2k 4? 11:1 5. Do the following series {choose one:) converge I diverge ;' can't tell by test according to the Limit Comparison Test? Show the reason for your answer and circle the series you chose for making the comparison. CO 22n(n+1) \"4 71:0 . 1 1 1 1 1 Yourcholcefor b; b : b : b : b : b : H n no.5 1'1 n n \"1.; i1 n2 \":1 n3 \"3 2 411 +11 3113 71:13 1 1 1 1 1 Yourchoicefor b: b : b : b : b : b : 1'! no.5 H 'n n \"1.5 n 1\"2 1: n3