Question

convert the expression from exponential form to radical form.
$x^{7/9}$
$x^{7/9}=\square$

Explanation:

Step1: Recall the exponent to radical rule

The rule for converting an exponential expression \( a^{\frac{m}{n}} \) to radical form is \( \sqrt[n]{a^m} \), where \( n \) is the index of the radical and \( m \) is the exponent of the base inside the radical.

Step2: Apply the rule to \( x^{\frac{7}{9}} \)

Here, \( a = x \), \( m = 7 \), and \( n = 9 \). So using the rule, we get \( \sqrt[9]{x^7} \).

Answer:

\(\sqrt[9]{x^7}\)