Rationale Folge/3n^3-n^2-7 durch 2n^3+n+8/Aufgabe

Entscheide, ob die Folge

{}x_{n}={\frac {3n^{3}-n^{2}-7}{2n^{3}+n+8}}\,

in ${}\mathbb {Q}$ konvergiert und bestimme gegebenenfalls den

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