Question

Simplifique as expressões e efetue as operações:

$\sqrt[3]{5} - \sqrt[3]{40} + \sqrt[3]{625} = \\ \sqrt{2} + \sqrt{50 } - \sqrt{32} + \sqrt{18} = \\ \sqrt{54} - 2 \sqrt{96} + \sqrt{24} + \sqrt{6} = \\ \sqrt[3]{375} + \sqrt[3]{81} - 2 \sqrt[3]{24} - \sqrt[3]{192}$
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Answer 1

OI...

$a)\sqrt[3]{5}-\sqrt[3]{40}+\sqrt[3]{625} \\\\\sqrt[3]{5}-2\sqrt[3]{5}+5\sqrt[3]{5}\\\\ 4\sqrt[3]{5}\\ \\\\b)\sqrt{2}+\sqrt{50}-\sqrt{32}+\sqrt{18}\\\\\sqrt{2}+ 5\sqrt{2}-4 \sqrt{2}+3 \sqrt{2}\\\\5\sqrt{2}\\ \\\\c)\sqrt{54}-2 \sqrt{96}+ \sqrt{24}+ \sqrt{6}\\ \\3\sqrt{6}-8 \sqrt{6}+2 \sqrt{6}+ \sqrt{6}\\\\-2\sqrt{6} \\\\\\d)\sqrt[3]{375}+ \sqrt[3]{81}- 2\sqrt[3]{24} -\sqrt[3]{192}\\ \\5\sqrt[3]{3}+ 3\sqrt[3]{3}- 4\sqrt[3]{3}- 4\sqrt[3]{3}\\ 0$

Espero ter ajudado