Question

Choose the correct simplification of the expression (3xy4)2(y2)3.
6x2y14
9x2y14
9x3y11
6x3y11

Answer 1

Please use the Equation editor, the problem is not clear. Does it look like this?
\[(3x * y^4) 2 (y^2)^3\]

Answer 2

it's \[\huge\rm (3xy^4)^2(y^2)^3\]

Answer 3

Yes, like @Nnesha did it :]

Answer 4

apply the exponent rules
\[\huge\rm (x^m)^n=x^{m \times n}\]

Answer 5

and \[\huge\rm (ab)^x =a^x b^x\]

Answer 6

Oh okay!
So \[y^8? correct?\]

Answer 7

hmm okay
so you are saying (3xy^4)^2 = y^8 ?

Answer 8

Oh no.
I am confused (´･_･`)

Answer 9

\[\huge\rm (ab c^m)^x =a^x b^x c^{m \times x}\]
(3xy^4)^2 should be like this

Answer 10

2 is an exponent of all numbers and variables in the parentheses
(3xy^4)^2 = ?