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(1)/(xy^3) (all to the power of 3)Rewrite with positive exponents. Assume that even roots are of nonnegative quantities and that all denominators are nonzero.
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oops all to the power of -3
x^3y^9
how did u get that?
you have \[(\frac{1}{xy^3})^{-3}\] yes?
yes
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the negative exponent outside means take the reciprocal so just flip it and get \[(xy^3)^3\]
now the negative exponent is gone, because you have taken the reciprocal.
ooooooooo....good call!! smarty pants!!!
so now cube each piece to get \[x^3y^6\] k?
i thought u said x^3y^9
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im adding right?
oops i was right before
so multiplying
\[x^3y^9\] since you are raising to a power multiply. sorry
thanks for your help!
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welcome
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