SOLUTION: Factor completely: 6z^3-27z^2+12z
Is it 3z(2z-1)(z-4)?
Algebra.Com
Question 40955: Factor completely: 6z^3-27z^2+12z
Is it 3z(2z-1)(z-4)?
Answer by fractalier(6550) (Show Source): You can put this solution on YOUR website!
Let's see...first pull out the greatest common factor...
6z^3 - 27z^2 + 12z =
3z(2z^2 - 9z + 4) now factor what is left...
3z(2z - 1)(z - 4)
Looks like you have a winner!
RELATED QUESTIONS
Factor Completely. 6z^3-27z^2+12z
I came up with a completely different answer than... (answered by bucky)
Factor completely. 6z^3 – 27z^2 +... (answered by edjones)
factor completly... (answered by jim_thompson5910,scott8148)
can someone check this for me please?
6z^3-27z^2+12z... (answered by stanbon)
Would someone please help me understand this?:
-2(z-4)-(3z-2)=-2-(6z-2)... (answered by Earlsdon)
How can i Factor Completely the following:
6z^2-12z+30
3x^2+21x+27... (answered by longjonsilver)
Factor the polynomial completely 32x^6z^4-8x^2z^2y^2-28xz^3 .THANK... (answered by addingup)
3z^-7+4z^-6+6z^-5+5z^-4+4z^-3+3z^-2+z^-1
(answered by Fombitz)