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When the nth root of a is written, it is the positive value that is shown
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\(\Large\color{red}{ \bf \sqrt[n]{a} }\) is always positive, unless, ` a < 0 ` and "n" is an odd number.
Solomon is right
if ` a < 0 ` and "n" is an even number, then it's an imaginary number.
if ` a < 0 ` , then whether "n" is odd or even, it's a positive number.
As a side note: For any natural \(n\) and complex \(a\), \(\sqrt[n]{a}\) can take on more than one complex value.
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