lim (n^2+1)/(3-n^2) =n为无穷大
问题描述:
lim (n^2+1)/(3-n^2) =
n为无穷大
答
lim (n^2+1)/(3-n^2) = 1im(1+1/n^2)/(3/n^2-1)=1/-1=-1
lim (n^2+1)/(3-n^2) =
n为无穷大
lim (n^2+1)/(3-n^2) = 1im(1+1/n^2)/(3/n^2-1)=1/-1=-1