M408L-FER-S09-Day3

# M408L-FER-S09-Day3 - M408L Final Exam Review Day 3 1...

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M408L Final Exam Review – Day 3 1) Determine if the sequence   n a converges and if it does, find its limit A) 3 3 (2 1)(4 )( 1) n n a nn n  B)  4 43 1 231 n n n a  C)   ln( ) n n an e D) 2 sin( ) 2 2 n n a E) 1 1 tan n n a n    2) Determine whether the series converges or diverges. 32 3 3 21 n n  3) Determine whether the series converges or diverges. 1 1 3 n n n e

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4) Determine the convergence or divergence of the series. 1 2 21 tan n n n n    5) Which of the following series converge, if any A) 2 1 ln n n n B) 2 2 1 (ln ) n nn 6) Determine the sum of the series 1 1 0 32 6 n n 7) Determine the convergence or divergence of the series. 2 3 1 cos n n
8) Which of the following series converge, if any A)    2 1 3 43 n n n n n B) k=1 k+3 2 k k k 9) Determine which of the following alternating series converge.

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M408L-FER-S09-Day3 - M408L Final Exam Review Day 3 1...

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