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Estudos Gerais • 05/07/2025

2-Indique o indice, o radicandos o radical e a raiz em $a-\s...

2-Indique o indice, o radicandos o radical e a raiz em a−1253=5a-\sqrt[3]{125}=5 c−144=12c-\sqrt{144}=12 B−164=2B-\sqrt[4]{16}=2 d−2568=2d-\sqrt[8]{256}=2 3-Escreva como se lê. a−13313=a-\sqrt[3]{1331}= b−36=b-\sqrt{36}= c−105=c-\sqrt[5]{10}= d−126=d-\sqrt[6]{12}= 4-Converta em produtos de radicais Ex: 26=2.6\sqrt{26}=\sqrt{2}.\sqrt{6} a−3.5=a-\sqrt{3.5}= d−12.5.73=d-\sqrt[3]{12.5.7}= b−8.6=b-\sqrt{8.6}= e−2.354=e-\sqrt[4]{2.35}= c−2.7.5=c-\sqrt{2.7.5}= f−x.y.z=f-\sqrt{x}.\sqrt{y.z}= 5-Converta em um quaciente de radicais. a−45=a-\sqrt{\frac{4}{5}}= d−134=d-\sqrt[4]{\frac{1}{3}}= b−π753=b-\sqrt[3]{\frac{\pi}{75}}= e−7.8=e-\sqrt{7.8}= c−2077=c-\sqrt{\frac{20}{77}}= f−a.bk4=f-\sqrt[4]{\frac{a.b}{k}}=

2-Indique o indice, o radicandos o radical e a raiz em $a-\sqrt[3]{125}=5$ $c-\sqrt{144}=12$ $B-\sqrt[4]{16}=2$ $d-\sqrt[8]{256}=2$ 3-Escreva como se lê. $a-\sqrt[3]{1331}=$ $b-\sqrt{36}=$ $c-\sqrt[5]{10}=$ $d-\sqrt[6]{12}=$ 4-Converta em produtos de radicais Ex: $\sqrt{26}=\sqrt{2}.\sqrt{6}$ $a-\sqrt{3.5}=$ $d-\sqrt[3]{12.5.7}=$ $b-\sqrt{8.6}=$ $e-\sqrt[4]{2.35}=$ $c-\sqrt{2.7.5}=$ $f-\sqrt{x}.\sqrt{y.z}=$ 5-Converta em um quaciente de radicais. $a-\sqrt{\frac{4}{5}}=$ $d-\sqrt[4]{\frac{1}{3}}=$ $b-\sqrt[3]{\frac{\pi}{75}}=$ $e-\sqrt{7.8}=$ $c-\sqrt{\frac{20}{77}}=$ $f-\sqrt[4]{\frac{a.b}{k}}=$
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