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\[\lim_{x \rightarrow \infty} \frac{ \ln x^n-[x] }{ [x] }\]
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what do you mean by [x] ??
greatest integer function
this is -1 ... isn't it obvious.
how ? can u explain
polynomial function always exceeds logarithmic function, the first part is zero ... the later part gives -1
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log(x)/[x] -> 0 as x->infty
polynomial function always exceeds logarithmic function? how
i'll just show log(x)/[x] -> 0 as x->infty
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