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what are the limit points of below set in \(\mathbb{R}\) \[A = \left\{\frac{1}{n} : n\in \mathbb{N}\right\} \]
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Well, what is the biggest that function can be?
i think it is bounded by (0, 1)
** (0, 1]
mhmm, I would maybe use inf and sup, if it is a set theory class
infimum, and supremum-please forgive the spelling
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sup is 1 inf is 0
yep, and does it attain it's sup? inf?
it attains sup when n=1
good, and inf?
nope 0 side is open
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yep, then you got it
I would just be very specific when you write it down
\[\large \left\{\frac{1}{1},\frac{1}2{}, \cdots \right\}\]
okay thanks!
np, and if you have (as it appears) used the terms inf and sup, definitely use those to describe. Also, make sure you state which attains :) have a good day!
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