Polynomial Review

Add Polynomials

100

(6x + 19) + (4x + 13)

10x + 32

200

(12y²-7y+9) + (-4y²-11y+5)

8y²-18y+14

300

(-3x³-16) + (-4x³-2x2-9x+14)

-7x³-2x²-9x-2

400

(6n²-4)+(-2n²+9)

4n²+5

500

( x² - 10x + 6 ) + ( 9x² + x + 10 )

10x² - 9x + 16

Subtract Polynomials

100

(7x² + 6x + 20) - (19x² + 15x + 19)

-12x² - 9x + 1

200

(9x² + 19x + 17) - (11x² + 15x + 10)

-2x² + 4x + 7

300

(-6m²-8m+5) - (-5m²+7m-8)

-m²-15m+13

400

Subtract 17x⁷ + 13 from -18x⁶ - 19x⁴ + 16x³

-17x⁷ - 18x⁶ - 19x⁴ + 16x³ - 13

500

difference of ( -3x² + 1 ) and ( -6x³ - 4x + 5 )

6x³ - 3x² + 4x - 4

Multiply Polynomials

100

-10x (-5x² - 9x + 10)

50x³ + 90x² - 100x

200

(2x + 9) (8x + 3)

16x² + 78x + 27

300

(-3x - 4) (2x + 7)

-6x² - 29x - 28

400

( 3x - 30 )( -9x + 9 )

-27x²-12x -270

500

(9x³+3x-13)(6x²-5x)

54x⁵-45x⁴+18x³-93x²+65x

Simplify

100

(-8x) (6x + 8)

-48x² - 64x

200

(-5x + 7) (-11x)

55x² - 77x

300

(18x + 12) - (9x + 20)

9x - 8

400

( x - 10 ) + ( 2x - 6 ) - ( 5x - 8 )

-2x - 8

500

Simplify x³+4x²+5x²-1

x³+9x²-1

Dividing Polynomials

100

(60c⁴d⁶)/(15c²d³)

4c²d³

200

2xy/2xy

1

300

–12m²n¹²/n³

-12m²n⁹

400

(6x⁶y³z⁴ + 2x⁵y²)/2x³y²

3x³yz⁴ + x²yz⁴

500

(–7u⁸v⁴w + u⁴vw⁶ – 8u⁵v⁴w)/u⁴v

-7u⁴v³w + w⁶ - 8uv^3w