$lim_{xto+infty}((x^2+sqrt(3){x}+5)/(2x^2+3x))$

A cura di: Administrator

Limite in forma indeterminata $frac{infty}{infty}$

$lim_{x rightarrow +infty} frac{x^2+sqrt[3]{x}+5}{2x^2+3x} =lim_{x rightarrow +infty} frac{x^2cdot Big(1+frac{1}{sqrt[3]{x^5}}+frac{5}{x^2}Big)}{x^2cdotBig(2+frac{3}{x}Big)} = frac{1}{2}$