Lim(n+1)^3-(n-1)^3/(n+1)^2+(n-1)^2
(n+1)^3–(n–1)^3=n^3+3n^2+3n+1-n^3+3n^2-3n+1=6n^2+2 (n+1)^2+(n–1)^2=n^2+2n+1+n^2-2n+1=2n^2+2 lim(6n^2+2)/(2n^2+2)=3