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m^4/5
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in radical form
is it \[m^{\frac{4}{5}}\]
so what are we look for exactly? not sure if it is a derivative question or something?
i need the radical form of that
ok so it becomes \[(m^4)^{\frac{1}{5}}\] do you know the meaning of thr index 1/5..?
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ends up being\[\sqrt[5]{m ^{4}}\]
ohhh ok! so the denominator just goes in front of the radical
the denominator of that exponent is also like writing the (x) root.
pretty much so
thanks!
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there you go... no need to learn... just let kuraby give you the answer...
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