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Algebra Baldor
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Equations avec racines cubiques


Definition

Ces équations dont le degré (le plus grand exposant) est égal à 3.

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Problems Solved

$x^{\frac{1}{3}}+10=8$
$3y^{\frac{1}{\:3}}+C=x+C$
$\sqrt[3]{5x+10}-5=0$
$\sqrt[3]{15+\sqrt{x}}=\:9$
$\sqrt[3]{x+4}=\:\sqrt{5}$
$\sqrt[3]{1-5x}=-4$
$\sqrt[3]{x}=2$

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