Radical polynomial
= Radical polynomial
{wiki=Radical_polynomial}
A **radical polynomial** is a type of polynomial that contains one or more variables raised to fractional powers, which typically involve roots. In more formal terms, a radical polynomial can be expressed as a polynomial that includes terms of the form \\(x^\{\\frac\{m\}\{n\}\}\\) where \\(m\\) and \\(n\\) are integers, and \\(n \\neq 0\\).