Using the rule (x^m)^n = x^(m*n)
(3x³y)³ = (3^1*3)*(x^3*3)*(y^1*3)
(3x³y)³ = 3^3*x^9*y^3
(3x³y)³ = 27x^9y^3
You are asked to raise the expression in the brackets to the power given. In even simpler terms, multiply 3X^3Y by itself and then multiply that answer by 3X^3Y to get the answer.
9y to the power of x6 = 69 to the top
27(x^9)(y^3)
3(3)^3(x³)^3(y) = 9x(6)y(3)
ps dono how type power
27x^9y^3
God bless you.
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Using the rule (x^m)^n = x^(m*n)
(3x³y)³ = (3^1*3)*(x^3*3)*(y^1*3)
(3x³y)³ = 3^3*x^9*y^3
(3x³y)³ = 27x^9y^3
You are asked to raise the expression in the brackets to the power given. In even simpler terms, multiply 3X^3Y by itself and then multiply that answer by 3X^3Y to get the answer.
9y to the power of x6 = 69 to the top
27(x^9)(y^3)
3(3)^3(x³)^3(y) = 9x(6)y(3)
ps dono how type power
27x^9y^3
God bless you.