Đáp án đúng: B Ta có $ \lim \left( 2n-\sqrt{{{n}^{3}}+2n-2} \right)=\lim n\sqrt{n}\left( \dfrac{2}{\sqrt{n}}-\sqrt{1+\dfrac{2}{{{n}^{2}}}-\dfrac{2}{{{n}^{3}}}} \right)=-\infty $ vì $ \lim n\sqrt{n}=+\infty ;\lim \left( \dfrac{2}{\sqrt{n}}-\sqrt{1+\dfrac{2}{{{n}^{2}}}-\dfrac{2}{{{n}^{3}}}} \right)=-1 $ .