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6. Show that a uniformly continuous function preserves Cauchy sequences. In other words, show that, if f: S - R is uniformly continuous on some

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6. Show that a uniformly continuous function preserves Cauchy sequences. In other words, show that, if f: S - R" is uniformly continuous on some set A C R", and (In) is a Cauchy sequence in S, then (f(In)) is a Cauchy sequence

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