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So we have : \[3\sqrt[4]{128}=3\sqrt[4]{16\times8}=(3)(2)\sqrt[4]8=6\sqrt[4]8=12\sqrt[4]{\frac{1}{2}}=\frac{12}{\sqrt[4]{2}}\] I gave a couple simplifications. I'm not sure which one you want though haha.
Anytime!
Ehh...yeah I think so! Which ones?
Well we have a special property of exponents and roots in math. It is: \[\sqrt[c]{a^b}=a^\frac{b}{c}\]
EXACTLY! There ya go
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