How do you simplify $\sqrt[3]{375}$ $root(3)(375)$ ?

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Answer 1 · 2016-05-02T05:34:30

$\sqrt[3]{375} = 5 \sqrt[3]{3}$ $root(3)375=5root(3)3$

To simplify $\sqrt[3]{375}$ $root(3)375$ let us first factorize $375$ $375$

$375 = 3 \times 5 \times 5 \times 5$ $375=3xx5xx5xx5$

Hence $\sqrt[3]{375}$ $root(3)375$

= $root(3)(3xxul(5xx5xx5))$

= $5xxroot(3)3$

= $5root(3)3$

How do you simplify root(3)(375)3√375root(3)(375)?