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how to prove a number series is unbounded |
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| Jan23-08, 07:55 AM | #1 |
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how to prove a number series is unbounded
If we know for every n<m, [tex]\left|x_{n}-x_{m}\right|>\frac{1}{n}[/tex],
can we conclude that number series {[tex]x_{n}[/tex]} is unbounded? and how to prove that? Thanks a lot. |
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