How do you write $root7(n^3)$ as an exponential form?

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Answer 1 · 2016-02-28T16:02:24

$=color(blue)(n^(3 /7)$

$root7(n^3$

$color(blue)(rootna$ can be represented as $color(blue)(a^(1/n$
Applying the above property:

$root7(n^3)=n^(3 * 1/7)$

$=n^(3 /7)$

How do you write root7(n^3)root7(n^3) as an exponential form?