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Question Number 71767 by psyche last updated on 19/Oct/19

Let f be continuous on a closed and bounded subset E, then show that f is uniformly continuous.

$${Let}\:{f}\:{be}\:{continuous}\:{on}\:{a}\:{closed}\:{and}\:{bounded}\:{subset}\:{E},\:{then}\:{show}\:{that}\:{f}\:{is}\:{uniformly}\:{continuous}. \\ $$

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