How do you write $14^(2/5)$ in radical notation?

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Answer 1 · 2016-09-11T11:32:34

$14^(2/5)=(14^2)^(1/5)=196^(1/5)=5^(th) "root of "196$

Now, $5^(th) "root of a number"$ is , in radical sign, written as $root(5)("the number)"$ .

Hence, $14^(2/5)=root(5)(196)$ .

How do you write 14^(2/5)14^(2/5) in radical notation?