How do you write $(a^2b^3)^(1/5)$ in radical form?

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Answer 1 · 2017-10-29T17:22:44

Use this rule for exponents and radicals:

$x^(1/color(red)(n)) = root(color(red)(n))(x)$

$(a^2b^3)^(1/color(red)(5)) = root(color(red)(5))(a^2b^3)$

How do you write (a^2b^3)^(1/5) (a^2b^3)^(1/5) in radical form?