Show that a bounded, monotone increasing sequence is cauchy.
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Originally Posted by frenchguy87 Show that a bounded, monotone increasing sequence is cauchy. In the reals, every bounded, monotone sequence converges. SO?
Sooooo i need to prove it's also cauchy! lol
Originally Posted by frenchguy87 Sooooo i need to prove it's also cauchy! lol Are you admitting that you have not or cannot prove that any convergent sequence is a Cauchy sequence? BTW. It is Cauchy with a capital C.
so use the fact that it's convergent to prove it's cauchy, thanks you're the best!
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