Squeeze Theorem and Limits at Infinity – math.stackexchange.com

Squeeze Theorem and Limits at Infinity – math.stackexchange.com

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If $f(x)\to +\infty$ as $x\to +\infty$, then $$\frac{\sin{(x^2+x+1)}}{f(x)}\to 0, \qquad \text{ as } x\to+\infty$$ I know the following is true by the Squeeze Theorem. I am just not sure how to apply ...

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