Answer:
[tex]4y(3x^2-8x+2)[/tex] is the most simplified factored form of the given expression [tex]12x^2y - 32xy + 8y[/tex]
Step-by-step explanation:
Given : Expression [tex]12x^2 y - 32xy + 8y[/tex]
We have to find the most simplified factored form of the given expression [tex]12x^2y - 32xy + 8y[/tex]
Consider the given expression [tex]12x^2 y - 32xy + 8y[/tex]
Taking 4y common from each term , we have,
[tex]4y(3x^2-8x+2)[/tex]
Now since [tex]3x^2-8x+2[/tex] can not be simplified further using any factored form technique.
So, [tex]4y(3x^2-8x+2)[/tex] is the most simplified factored form of the given expression [tex]12x^2y - 32xy + 8y[/tex]
