I think this is your question: \(\sqrt[3]{24} \)
\(\sqrt[3]{24}\) Split 24 into its prime factors
= \(\sqrt[3]{2\,*\,2\,*\,2\,*\,3}\) Rewrite this as...
= \(\sqrt[3]{2\,*\,2\,*\,2}\,*\,\sqrt[3]{3}\)
= \(\sqrt[3]{2^3}\,*\,\sqrt[3]3\) The cube root of 2 cubed = 2
= \(2\sqrt[3]3\)
I think this is your question: \(\sqrt[3]{24} \)
\(\sqrt[3]{24}\) Split 24 into its prime factors
= \(\sqrt[3]{2\,*\,2\,*\,2\,*\,3}\) Rewrite this as...
= \(\sqrt[3]{2\,*\,2\,*\,2}\,*\,\sqrt[3]{3}\)
= \(\sqrt[3]{2^3}\,*\,\sqrt[3]3\) The cube root of 2 cubed = 2
= \(2\sqrt[3]3\)