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13 Nov 2019
How are these answers obtained? (Show work) a) Sn=-ln(2n+1) b) limit as n approaches infinity of Sn= -infinity, so the series diverges (to -infinity)
M) (2n-1 (4 points) Given the series Σ In | (a) find an expression for its partial sums sn (b) use (snl to determine whether the series is convergent nel or divergent. If it is convergent, find its sum
How are these answers obtained? (Show work)
a) Sn=-ln(2n+1)
b) limit as n approaches infinity of Sn= -infinity, so the series diverges (to -infinity)
M) (2n-1 (4 points) Given the series Σ In | (a) find an expression for its partial sums sn (b) use (snl to determine whether the series is convergent nel or divergent. If it is convergent, find its sum
Keith LeannonLv2
4 Sep 2019