How in the world am I suppose to simplify this??
\[\frac{ \sqrt[4]{400} }{ \sqrt[4]{5} }\]
well you can rewrite it as \[^4\sqrt{400}\div ^4\sqrt{5}\]
Would the 4 simplify?
\(\LARGE\color{blue}{ \sqrt[4]{400} \div \sqrt[4]{5} = \sqrt[4]{400 \div 5} }\)
Would it be \[2\sqrt{5}\] ??
\(\LARGE\color{blue}{ \sqrt[4]{400} \div \sqrt[4]{5} = \sqrt[4]{80} }\)
\(\LARGE\color{blue}{ \sqrt[4]{80} =\sqrt[4]{2^4\times 5} }\)
\(\LARGE\color{blue}{ 2\sqrt[4]{ 5} }\)
How come it won't be only \[2\sqrt{5}\]
we started simplifying the 4th root, not just a square root, right ?
Yes..
Oh, wait. Never mind. Wow. What a blonde moment. Hahahha, lol. Anyways thanx to both of you!!:D I really appreciate your help!!:D
Anytime:)
Both of you? i did nothing XD
I have another one that I need help with:D Yes. You did @camerondoherty You were the first one that replied:D
So i just wanted to make it look easier XD
XD. It's fine. @SolomonZelman gave me the steps!:D Smartypants:D
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