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Can someone show me how to solve: lim xcos(1/x) x--> 0
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cosine is stuck between \(-1\) and \(1\) but \(x\to 0\)
so the whole thing must go to zero cosine can't mess it up any, as it is bounded above and below
@bobobobobb can you get him? me not
Yes @satellite73 can you explain it ?
can i explain what?
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i understand it now
i suppose your math teacher would be happier if you used the "squeeze" theorem \[-1\leq \cos(\frac{1}{x})\leq 1\] so \[-x\leq x\cos(\frac{1}{x})\leq x\]
the limit on the left and right is clearly 0 so the limit in the middle must be 0 as well
thanks:)
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