SOLUTION: Factor completely 10x^3-33x^2+27x How do I factor completely? I did it like this but don't think that I did it right 2*5*x*x*x 3*11*x*x 3*3*3*x

Algebra ->  Complex Numbers Imaginary Numbers Solvers and Lesson -> SOLUTION: Factor completely 10x^3-33x^2+27x How do I factor completely? I did it like this but don't think that I did it right 2*5*x*x*x 3*11*x*x 3*3*3*x       Log On


   

Question 34064: Factor completely
10x^3-33x^2+27x
How do I factor completely?
I did it like this but don't think that I did it right
2*5*x*x*x
3*11*x*x
3*3*3*x
Answer by fanism(39) About Me  (Show Source):
You can put this solution on YOUR website!
first, you can see each number has a x, so this is the first step to factor
10x^3-33x^2+27x
x ( 10x^2 - 33x + 27)
x (2x - 3)(5x - 9)