Answer
12$x^{5}$$y^{5}$
Work Step by Step
$(2x^{2}y)^{2}$(3x$y^{3}$) =
Remove round brackets.
[$2^{2}$ $\times$ ($x^{2})^{2}$ $\times$ $y^{2}$] [3x$y^{3}$] =
(4$x^{4}$$y^{2}$)(3x$y^{3}$) =
Remove parentheses.
4$x^{4}$$y^{2}$ $\times$ 3x$y^{3}$ =
Group similar terms.
(4 $\times$ 3) $\times$ ($x^{4}$ $\times$ x) $\times$ ($y^{2}$ $\times$ $y^{3}$) =
Simplify.
12 $\times$ $x^{5}$ $\times$ $y^{5}$ =
12$x^{5}$$y^{5}$
