Question

12x^2y-32xy+8y factored form

Answer 1

Factor the following:
12 x^2 y - 32 x y + 8 y
Hint: | Factor common terms out of 12 x^2 y - 32 x y + 8 y.
Factor 4 y out of 12 x^2 y - 32 x y + 8 y:
Answer:  4 y (3 x^2 - 8 x + 2)

Answer 2

Answer:

$12x^2y-32xy+8y=4y(3x^2-8x+2)$    

Step-by-step explanation:

Given : Expression $12x^2y-32xy+8y$

To find : Factored the expression ?

Solution :

In factoring we take the common term out so that if we again multiply the product remain same.

The common term in $12x^2y-32xy+8y$ is 4y.

So,  $12x^2y-32xy+8y=4y(3x^2-8x+2)$

The factor form of the expression is $12x^2y-32xy+8y=4y(3x^2-8x+2)$