Q1 Determine if the sequence { an } converges or diverges. If it converges, find the limit. b. In(n) an Note: Take b = 7 and round your answer to two decimal places. If your answer is a whole number (like 101), enter 101.00. Q2 5n2 - 8n+1 For the sequence { an } given by: an = , do the following: An - 1 1. Compute the limit of the sequence. 2. Determine if the sequence is convergent or divergent. Note: You need to select two correct answers from below. Do 05 0-2 0-00 C Sequence converges Sequence divergesQ3 e For the sequence {a,, } given by: a,, = , do the following: 31 1. Compute the limit of the sequence. 2. Determine if the sequence is convergent or divergent. Note: You need to select two correct answers from below. ()o (]-3 ()2 (Joo O o0 (J1/e (] Sequence converges () Sequence diverges Match the formula for the nth partial sum with the corresponding series. ) 17 e 8 it 2:3 34 4-5 (n+1)(n+2) Sn=11_n+1 ) By 5 58 a2 1w sttt e T T ST T e 11 i1 11 11 3 5 5 m i K e e - L 1.2 2 3+3-4+ At T 2 nt2 1 4 4, . 1 n(n+1) n+1 shrbplettet : -2 -3 3-4 = o [ 2 1 Find the sum of the series: _ 4 F Y [ P n=>0 Note: Take a = 2, find the sum and round your answer to two decimal places