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Prove that f is uniformly continuous on [0, infinity)
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what is definition of uniform continuity
i have read this three times now, and unless i am missing something the problem does not make any sense, since the first line says the function is defined on the domain \([0,1)\) and the second line says something about the behavior of the function as \(x\to \infty\)
Oops, stupid typo, should be Let the function f:[0,infinity)→R be continuous on [0,infinity) and limx→∞f(x)=1 Prove that f is uniformly continuous on [0;infinity). Thanks for pointing it out!
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