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Prove that the function x^3 is not uniformly continuous in R.
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this is fairly easy to do but rather a pain to write i think a google search will probably clear it up, but the main idea is that \(x^3-y^3=(x-y)(x^2+xy+y^2)\) so while you can choose \(x-y\) as small as you like, the second term, the one with squares, can be made large
yes, look at d here
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