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4?
Here check with me: if you take 4^4th power, does that equal 256?
No, its 16 but if you simplify it would be 4?
4^4th power?
16
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\(4^4 \not=16\) \(4^2=16\)
4^4 is 256
yup so then is 4 our answer?
No? is 16?
why?
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Can you explain your reasoning
cause the square root of 256 is 16
but are we solving for a square root?
I don't know can you explain?
It's the 4th root instead of a square root
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The little 4 means the 4th root - ie what number do you have to multiply by itself 4 times
4
\[\Large \sqrt[4]{256} = \sqrt[4]{4^4} = 4\]
SO i was i right to begin with @agent0smith?
have you seen a cubed root before? it looks like this [\sqrt[3]{8}\]
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whoops \[\sqrt[3]{8}\]
\(\sqrt[3]8=2\because2^3=8\)
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