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Divide: x3+2x2−4x−8 ; x+2x^3+2x^2-4x-8\ ;\ x+2x3+2x2−4x−8 ; x+2 using synthetic division.
x2+8x^2+8x2+8
x2−4x^2-4x2−4
3x+13x+13x+1
Divide: 2x4−6x3−4x+12 ; x−32x^4-6x^3-4x+12\ ;\ x-32x4−6x3−4x+12 ; x−3 using synthetic division.
3x2+43x^2+43x2+4
2x3−42x^3-42x3−4
x2−8x^2-8x2−8
Divide: x3−x2+4x−4 ; x−1x^3-x^2+4x-4\ ;\ x-1x3−x2+4x−4 ; x−1 using synthetic division.
x2+4x^2+4x2+4
Divide: 4x2−17x+15 ; x−34x^2-17x+15\ ;\ x-34x2−17x+15 ; x−3 using synthetic division.
2x−62x-62x−6
4x−54x-54x−5
Divide : x2−9x−10 ; x+1x^2-9x-10\ ;\ x+1x2−9x−10 ; x+1 using synthetic division.
x+1x+1x+1
x−10x-10x−10
Divide: x2+2x+1 ; x+1x^2+2x+1\ ;\ x+1x2+2x+1 ; x+1 using synthetic divison.
Divide: 2x2+8x−42 ; x+72x^2+8x-42\ ;\ x+72x2+8x−42 ; x+7 using synthetic division.
Divide 3x2+4x−4 ; x+23x^2+4x-4\ ;\ x+23x2+4x−4 ; x+2 using synthetic division.
3x−23x-23x−2
Divide: x3−x2−x−2 ; x−2x^3-x^2-x-2\ ;\ x-2x3−x2−x−2 ; x−2 using synthetic division.
x2+x+1x^2+x+1x2+x+1
It is done.