Answer:
[tex]\sqrt[6]{f} = f^{1/6}[/tex]
Step-by-step explanation:
the law in its form is [tex]\sqrt[n]{a}^{m} = a^{m/n}[/tex]
therefore [tex]\sqrt[6]{f} = fx^{1/6} \\[/tex]
Rational exponents are expressions with exponents that are rational numbers.
Rational expression of sixth root of f is denoted by [tex]\sqrt[6]{f}[/tex]
Rational expression of nth root of f is, [tex]=\sqrt[n]{f}[/tex]
to find 6th root of function f , substitute [tex]n=6[/tex]
We get, rational exponent expression of sixth root of f,
[tex]=\sqrt[6]{f}[/tex]
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