Type the correct answer in the box. Write the simplified form of -62^1/3

Question

asked Dec 23, 2020 140k views

2 Answers

Daniel Seichter · Answer 1 · 2020-12-28T06:28:40+0000

Answer:
$\sqrt[3]{-62}$

Explanation:

It is important to remember the following:

$a^{((1)/(n))=\sqrt[n]{a}$

In this case we have:

$-62^{(1)/(3)$

Then, in order to simplify it, we need to rewrite it in radical form, where the index of the root will be 3 and the radicand will be -62.

Therefore, the simplified form is this:

$-62^{(1)/(3)}=\sqrt[3]{-62}$