((4x6)3(4y−8)(2x)4(12y3)2)12=(2x3)3(2y−4)(2x)2(12y3)=16x9y−448x3y3=x63y7\begin{aligned} \left(\frac{(4x^6)^3(4y^{-8})}{(2x)^4(12y^3)^2}\right)^{\frac{1}{2}} &= \frac{(2x^3)^3(2y^{-4})}{(2x)^2(12y^3)} \\&=\frac{16x^9 y^{-4}}{48x^3y^3} = \frac{x^6}{3y^7} \end{aligned}((2x)4(12y3)2(4x6)3(4y−8))21=(2x)2(12y3)(2x3)3(2y−4)=48x3y316x9y−4=3y7x6
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