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  • 13-03-2024
  • Mathematics
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Alternating Series Remainder Theorem
Suppose the alternating series
∑_(n=1)([infinity]) (-1)(n)bₙ
converges. Prove that
∑_(k=n+1)([infinity]) (-1)(n)bₖ ≤ b_(n+1)

a) True
b) False

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