Question: Sequences For problems 1 & 2 list the first 5 terms of the sequence. 1 . An Co 4 (-1) 'n 4 + n' n2

Sequences For problems 1 & 2 list the first 5 terms of the sequence. 1 . An Co 4 (-1)" 'n 4 + n' n2 -7 ), 1=0 5. (-1)"+1 3 - 2 . 1=1 2n + (-3)" J [ In(n + 2) For problems 3 - 6 determine if the given sequence converges or In(1 + 4n) )n=1 diverges. If it converges what is its limit? 3 . n2 - 7n+3 1+ 10n - 4n3 Jm=3 Series For problems 1 - 3 perform an index shift so that the series starts at n=3 1. ) (72" - 31-#) *= 1 4-n 2. ) 1=7 (-1)"-3 (n + 2) 3. IM: 51+2n 2 n 4. Strip out the first 3 terms from the series n'+1 5. Given that = 1.6865 determine the value of iM : n'+1 n' + 1

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