1617-257/TUT-R-4: Difference between revisions

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(Created page with "On 10/6/16, we showed that <math>\mathbb R^\infty</math> is a metric space where compactness is not equivalent to being closed and bounded. We also showed that <math>\mathbb R...")
 
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R^\infty</math> is not complete with respect to the norm we gave it.
R^\infty</math> is not complete with respect to the norm we gave it.


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We also approximated the values of <math>\sqrt{4.002}</math> and <math>2^{4.002}</math> with first
We also approximated the values of <math>\sqrt{4.002}</math> and <math>2^{4.002}</math> with first

Latest revision as of 10:27, 14 October 2016

On 10/6/16, we showed that is a metric space where compactness is not equivalent to being closed and bounded. We also showed that is not complete with respect to the norm we gave it.


We also approximated the values of and with first order derivatives.