Do uniformly continous functions preserve boundedness? If f is uniformly continous on a bounded set, is f(A) necessarily bounded?
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hey, can we do this by contradiction method. anyone, please suggest or any hint at where to start.
Write out the definition. What are you having problems with. Here is a hint: consider why continuity and uniform continuity are different. Your answer lies in the minutia.
got it. I've solved it. Thanks again
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