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find the limit
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\[\lim_{n \rightarrow \infty}\frac{ n^2 }{ n \sqrt{n^2 +1} }\]
i would say 1
can you elaborate?
First, simplify by canceling out the n's
than u have n/(n^2 +1)^1/2
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that little 1 doesn't matter, b/c n is approaching infinity (who cares about the one?)
so let;s pretend its n/(n^2)^1/2
see?
I just saw it. I am using way to much thought here. I never simplified. Ater that I can multiply everything by (n^2)^{1/2} which clears it up thank you
:D gotta love limits
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