Question

Factor out the greatest common factor from the expression: -2x^2y^2z^2-8x^4yz^3+6x^3y^2z^3

Answer 1

Holy cow, that's a long problem!
The greatest common factor is\[-2x^2yz^2\] Do you know how to factor it out?

Answer 2

no

Answer 3

I am horrible at math.

Answer 4

That's okay! First let's write the GCF that I gave you before on the left side of a set of parenthesis.\[-2x^2yz^2\left( \right)\]
Next, divide the original expression \[-2x^2y^2z^2-8x^4yz^3+6x^3y^2z^3\]
by the GCF, and put it in the parenthesis. I attached a jpeg of what you need to compute. Do you know how to do that?