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6 Nov 2019
Determine whether the sequence converges o diverges. If it converges, find limit. Justify your answer. an = In (2n + 1) - In (n - 1) an = (-1)n /n2 -1 an = n! / (-3)n Show transcribed image text
Determine whether the sequence converges o diverges. If it converges, find limit. Justify your answer. an = In (2n + 1) - In (n - 1) an = (-1)n /n2 -1 an = n! / (-3)n
Show transcribed image text