lim (n^2+1)/(3-n^2) =n为无穷大
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lim(n^2+1)/(3-n^2)=n为无穷大lim(n^2+1)/(3-n^2)=n为无穷大lim(n^2+1)/(3-n^2)=n为无穷大lim(n^2+1)/(3-n^2)=1im(1+1/n
lim (n^2+1)/(3-n^2) =n为无穷大
lim (n^2+1)/(3-n^2) =
n为无穷大
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
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