Alternating Series Estimate Remainder Theorem SET
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8 Terms
1
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Alternating series converges if (1)
bn > 0
2
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Alternating series converges if (2)
bn>=bn+1
3
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Alternating series converges if (3)
Lim of bn = 0
4
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RN
S - SN
5
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The Nth remainder
RN
6
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The Nth partial sum of a series
SN
7
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The sequence of a series, added together
Partial sum
8
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|RN|
<= bN+1
Note 
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