Question

summarize how to rewrite a rational power- where a number is raised to a rational exponent, as a radical term.

Answer 1

a rationla power is a power in form a/b

remeber these 2 simple rules
1.
`x^(-m)=(1)/(x^m)`
2.
`x^(m)/(n)=\sqrt[n]{x^m}`

and the combo of these

`x^(-m)/(n)=\frac{1}{\sqrt[n]{x^m}}`

that's all