match one in choices Due date: Mon Mar 24 11:00:00 am 2014 (PDT) 1 homework poin

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match one in choices

Due date: Mon Mar 24 11:00:00 am 2014 (PDT) 1 homework point (s) Alternating Series Test: Drill Use the Alternating Series Test or the Test for Divergence to determine whether the series an converges or diverges. The Alternating Series Test - Reminder: If the alternating series ( - 1)n bn, bn > 0. satisfies bn + 1 bn for all n limn rightarrow infinity bn = 0 then the series is convergent. The Test for Divergence - Reminder: If lim nrightarrow infinity an does not exist or if lim n rightarrow infinity an 0, then the series an is divergent. Choices: Divergent. Convergent. Tries 0/30 3 homework point (s) Estimating Sums of Alternating Series Estimate the sum of the series ( - 1)i/5 2i + 4 so that the absolute value of the error is less than 0.006. The Alternating Series Estimation Theorem - Reminder: If s = ( - l)ibi is the sum of an alternating series that satisfies (i) 0 bi + i bi and (ii) lim i rightarrow infinity bi = 0 then |Rn| = |s - sn| bn + 1. Solution: Since, for all non - negative integers i, 5.2i + 1 + 4 Choices: . 5.2i + 4 we conclude that bi + 1 = 1/5 - 2i + 1 + 4 Choices: . 1/5 - 2i + 4 = bi From the fact that limi rightarrow infinity (5 . 2i + 4) Choices:

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