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Simplify the expression \[\sqrt[4]{256a^2b^4}\]
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\[ \sqrt[4]{256a^2b^4}=\sqrt[4]{256} \cdot \sqrt[4]{a^2} \cdot \sqrt[4]{b^4} \]
So what do I put as the answer? 4 square root a^2 b^4?
do you know how to simplify it more?
Nope I have no Idea how to do those
do you know what \(\sqrt[4]{b^4}\) simplifies to?
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Nope
\[ \sqrt[4]{b^4} = |b| \]
ok
\[ \sqrt[4]{a^2} = \sqrt{a} \]
So the answer wil be 4 square root ab?
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\[ \sqrt[4]{256} = \sqrt[4]{2^8} = 2^2 = 4 \]
Yeah basically.
would you mind showing it to me in an equation?
Unless you can assume \(b>0\) it's \(|b|\)
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