For problems 1 & 2 list the first 4 terms of the sequence. An 1. 2. (-1)+1 00 For problems 3 & 4 determine if the given sequence converges or diverges. If it converges what is its limit? 3. n-7n+3 1+10n-4n2 In(n+2) In(1+4n) For each of the following problems determine if the sequence is increasing, decreasing, not monotonic, bounded below, bounded above and/or bounded. 5. (3) 6. 2n+3 7. {-1} 00