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Determine whether the sequence converges or diverges. If it converges, give the limit. 60, -10, 5/3, -5/18, ... a. Diverges b. Converges; 11100 c. Converges; 72 d. Converges; 0
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The answer lies in spotting the relationship between successive terms. What do you do to get each term from the last, and what will happen when you continue to do this?
im having trouble finding how you get each term since they are positive negative positive negative..
i guess it might be converging to 0. because they are before 0 then after then before then after but are getting closer to 0
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