Answer:
We have the following expression:
[tex](4\sqrt[3]{3})(6\sqrt[3]{9})[/tex]
Which can be rewritten as:
[tex](6)(4)\sqrt[3]{3}\sqrt[3]{(3)(3)}[/tex]
Rearranging:
[tex]24 \sqrt[3]{3}\sqrt[3]{3}\sqrt[3]{3}[/tex]
Since [tex]\sqrt[3]{3}\sqrt[3]{3}\sqrt[3]{3}=(\sqrt[3]{3})^{3}=3[/tex]:
[tex](24)(3)=72[/tex]