GCF
Factoring Trinomials
Difference of Squares
Factoring by Grouping
Adding and Subtracting
100

10x²y+15xy

5xy(2x+3)

100

3x²+11x+6

(3x+2)(x+3)

100

25x²−16

(5x-4)(5x+4)

100

x³+3x²+2x+6

(x²+2)(x+3)

100

(x³+2x²−x+5)−(2x³−x²+3x−1)

−x³+3x²−4x+6

200

18x³y²+27x²y-9x²y³

9x²y(2xy+3-y²)

200

6x²−19x+10

(3x-2)(2x-5)

200

36x²y²−49z²

(6xy−7z)(6xy+7z)

200

2x³+5x²+3x+8

(x+2)(2x²+3x+4)

200

(2x²−3x+4)−(x²+4x−6)

x²−7x+10

300

20x⁴-12x³+16x²

4x²(5x²-3x+4)

300

x²+7x+10

(x+2)(x+5)

300

4x²−81y⁴

(2x−9y²)(2x+9y²)

300

4x³+8x²+5x+10

(4x²+5)(x+2)

300

(x⁴+2x³−3x²+x−5)−(x⁴−x³+x²−x+2)

3x³-4x²+2x-7

400

42x⁵y³-70x⁴y²+56x³y⁴

14x³y²(3x²y-5x+4y²)

400

15x²+7x−2

(5x-1)(3x+2)

400

256a¹⁰−81b¹²

(16a⁵−9b⁶)(16a⁵+9b⁶)

400

8x³−4x²+6x−3

(4x²+3)(2x−1)

400

(3x²+2x+1)+(x²+x+4)

4x²+3x+5

500

-90a⁵b²+135a⁴b³-45a³b

-45a³b(2a²b-3ab²+1)

500

4x²−4x−3

(2x+1)(2x-3)

500

(12x¹⁰y³)²−(15a⁵b⁶)²

(12x¹⁰y³−15a⁵b⁶)(12x¹⁰y³+15a⁵b⁶)

500

15x³+10x²−6x−4

(5x²−2)(3x+2)

500

(2x³+3x²−4x+6)−(x³+x²−x+2)

x³+2x²−3x+4