Question

Resolva a expressão na imagem abaixo:

Answer 1

Explicação passo-a-passo:

$\sqrt{ \sqrt[3]{125} + \sqrt{15} - \sqrt[3]{1 + 7} + \sqrt[4]{81} }$

$\sqrt{5 + \sqrt{15} - \sqrt[3]{8} + 3 }$

$\sqrt{5 + \sqrt{15} - 2 + 3 }$

$\sqrt{5 - 2 + 3 + \sqrt{15} }$

$\sqrt{3 + 3 + \sqrt{15} }$

$\sqrt{6 + \sqrt{15} }$

Answer 2

$\large\boxed{\begin{array}{l}\rm\sqrt{\sqrt[\rm3]{\rm125}+\sqrt{15}-\sqrt[\rm3]{\rm1+7}+\sqrt[\rm4]{\rm81}}\\\rm\sqrt{5+\sqrt{15}-\sqrt[\rm3]{\rm8}+\sqrt[\rm4]{\rm81}}\\\rm\sqrt{5+\sqrt{15}-2+3}\\\rm\sqrt{6+\sqrt{15}}\\\rm \end{array}}$