Question
The Monotonic Sequence Theorem states that If a sequence is both bounded and monotonic, then the sequence converges give counter example to this theorem
The Monotonic Sequence Theorem states that "If a sequence is both bounded and monotonic, then the sequence converges" give counter example to this theorem with explanation in detail.
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Calculus Early Transcendentals
Authors: James Stewart
7th edition
538497904, 978-0538497909
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