Adding Polynomials
Subtracting Polynomials
Multiplying Polynomials
Factoring by GCF
Factoring by Grouping
100

(x-2) + (2x+5)

3x +3

100

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

4x-12

100

(x+6)2

x2+12x+36

100

36x+9

9(4x+1)

100

x2+22x+121

(x+11)(x+11) or (x+11)2

200

(2x2+3x+6) +(3x2 -4)

5x+3y + 2

200

(12+5x+14x2)-(8x+15-7x2)

21x2-3x-3

200

(x-2)(x-3)

x2-5x+6

200

4x5-6x3+10x2

2x2(2x3-3x+5)

200

x2-169

(x+13)(x-13)

300

(2x2+3x+9) +(-x2 -4x -6)

x2-x+3

300

10x-(7x-1)

3x+1

300

(4x+1)(x+3)

4x2+13x+3

300

15x2+10x-5

5(3x2+2x-1)

300

x2+9x-36

(x+12)(x-3)

400

(x4+5x2-2x+1) +(2x4 +x3+2x -7)

3x4+x3+5x2-6

400

(8x2-3x+6)-(-2x2-3)

10x2-3x+9

400

(2x+3)(x-1)

2x2+x-3

400

What is the GCF?

Greatest Common Factor the greatest number and/or variable that divides into each term

400

12x2-11x+2

(3x-2)(4x-1)

500

(-x2+5x+2) +(-3x2 +x-9)

-4x2+6x-7

500

(-3x+2x-7)-(2x2-2x+7)

-5x2+4x-14

500

(6x-2)(5x+1)

30x2-4x-2

500

25x2y2+150xy2-75x2y-25xy

xy+6y-3x-1
500

3x2+17x-28

(3x-4)(x+7)

M
e
n
u