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What is the third partial sum S_{3} of this series? -> 1 True False

If

and

,

the divergence test tells us that -> a diverges and B may either diverge or converge. True False

(I) must be an alternating series(II) |a_{n + 1}| < |a_{n}|(III) |a_{n + 1}| > |a_{n}|(IV) \ -> I, II, and IV True False

What is the error bound for the 5th partial sum? -> True False

Assume that diverges and converges.

Which of the following statements is true? -> The series converges. True False

(I) (II)

By using the comparison test with the harmonic series for comparison, we can show that -> neither (I) nor (II) diverge True False