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limit of the root?
hmm this goes to zero amazingly fast and it is pretty clear right?
i believe so, but i gotta prove it
i graphed it and can see it
think about even \(\frac{4!}{4^4}\) an nice small value of \(n\) and what do you get? \[1\times \frac{3}{4}\times \frac{2}{4}\times \frac{1}{4}\]
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right
pretty small number cose to 0
close*
annoying factorials are hard to work with, i cannot think of a snap gimmick
any chance u could do a simpler one? and maybe i can work from that so many n sqrt n/n^n? without the factorial? does that make a differnece?
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