# Simplify (8x^3+6x^2-4x)/(-2x)

8×3+6×2-4x-2x
Factor 2x out of 8×3+6×2-4x.
Factor 2x out of 8×3.
2x(4×2)+6×2-4x-2x
Factor 2x out of 6×2.
2x(4×2)+2x(3x)-4x-2x
Factor 2x out of -4x.
2x(4×2)+2x(3x)+2x(-2)-2x
Factor 2x out of 2x(4×2)+2x(3x).
2x(4×2+3x)+2x(-2)-2x
Factor 2x out of 2x(4×2+3x)+2x(-2).
2x(4×2+3x-2)-2x
2x(4×2+3x-2)-2x
Cancel the common factor of 2 and -2.
Factor 2 out of 2x(4×2+3x-2).
2(x(4×2+3x-2))-2x
Cancel the common factors.
Factor 2 out of -2x.
2(x(4×2+3x-2))2(-x)
Cancel the common factor.
2(x(4×2+3x-2))2(-x)
Rewrite the expression.
x(4×2+3x-2)-x
x(4×2+3x-2)-x
x(4×2+3x-2)-x
Cancel the common factor of x.
Cancel the common factor.
x(4×2+3x-2)-x
Rewrite the expression.
4×2+3x-2-1
Move the negative one from the denominator of 4×2+3x-2-1.
-1⋅(4×2+3x-2)
-1⋅(4×2+3x-2)
Rewrite -1⋅(4×2+3x-2) as -(4×2+3x-2).
-(4×2+3x-2)
Apply the distributive property.
-(4×2)-(3x)–2
Simplify.
Multiply 4 by -1.
-4×2-(3x)–2
Multiply 3 by -1.
-4×2-3x–2
Multiply -1 by -2.
-4×2-3x+2
-4×2-3x+2
Simplify (8x^3+6x^2-4x)/(-2x)