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simplify the expression (-3y^5)^2(x^3y)
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Do you mean: \[(-3y^{5})^{2} * x^{3y}\] Or maybe: \[(-3y^{5})^{2x^{3y}}\]
the first one accept its (x^3y)
I think you just have to multiply it so you get 9x^3y*y^10
Ok, so: \[(-3y^{5})^{2} * x^{3}y = -3^{2}*y^{5*2}*x^{3}*y = 9y^{10+1}x^{3} = 9y^{11}x^{3}\]
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