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How do I find the limit as $x$ $x$ approaches infinity of $\frac{x^{3}}{3 x}$ $x^3/(3x)$ ?

1 Answer

May 2, 2018

$lim_(x→∞) x^3/(3x)=∞$

Explanation:

$lim_(x→∞)x^3/(3x)=lim_(x→∞)x^2/3=∞$

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