4 7. Let f: R→R be a function. We say that f is bounded, if (B) there is M>0 such that f(x)| ≤ M for all x € R. (i) Writ

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4 7. Let f: R→R be a function. We say that f is bounded, if (B) there is M>0 such that f(x)| ≤ M for all x € R. (i) Writ

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4 7 Let F R R Be A Function We Say That F Is Bounded If B There Is M 0 Such That F X M For All X R I Writ 1
4 7 Let F R R Be A Function We Say That F Is Bounded If B There Is M 0 Such That F X M For All X R I Writ 1 (10.86 KiB) Viewed 30 times
4 7. Let f: R→R be a function. We say that f is bounded, if (B) there is M>0 such that f(x)| ≤ M for all x € R. (i) Write down the negation of (B) as a complete sentence. (ii) Give an example of a bounded function. (iii) Show that your example in (ii) is bounded. (iv) Give an example of a function that is not bounded. (v) Show that your example in (iv) is not bounded.
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