How to solve $lim left(frac{n^3+n+4}{n^3+2n^2}right)^{n^2}$
2
$begingroup$
I can't seem to find a way to solve: $$lim left(dfrac{n^3+n+4}{n^3+2n^2}right)^{n^2}$$ I've tried applying an exponential and logaritmic to take the $n^2$ out of the exponent, I've tried dividing the expression, but I don't get anywhere that brings light to the solution. Any ideas?
sequences-and-series limits
share | cite | improve this question
edited Jan 25 at 12:32
Did
248k 23 225 463
asked Jan 25 at 11:53
Concept7 Concept7