Show:
Difference of Squares
Trinomials a = 1
Trinomials a>1
Grouping
Mixed Factoring
100

49a^2-36

(7a-6)(7a+6)

100

Factor completely:

n^2-22n+72

(n - 4) (n - 18)

100

Factor completely:

9x^2+9x-10

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

100

5x^3+25x^2+x+5

(5x+1)(x+5)

100

20a^5b-10a^2b^4

10a^2b(2a^3-b^3)

200

Factor completely:

3x^2-48

3(x-4)(x+4)


200

Factor completely:

r^2+11r-102

(r + 17) (r - 6)

200

Daily Double! 

Factor completely:

3x^2+14x+15

(3x+5)(x+3)

200

72x^3+63x^2-88x-77

(9x^2-11)(8x+7)

200

18bc^6-27bca^3-81bc^2

9bc(2ac^5-3a^3-9c)

300

Factor completely:

9f^2-16

(3f-4)(3f+4)

300

Factor completely:

2m^2-22m-252

2 (m - 18) (m + 7)

300

Factor completely:

8x^2+10x-3

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

300

3h^3+6h^2+2h+4

(h+2)(3h^2+2)

300

3m^2+36m+105

3(m+5)(m+7)

400

Factor completely:

90a^3-250a

10a(3a+5)(3a-5)

400

9n^2-99n+216

9 (n - 8) (n - 3)

400

Factor completely:

10m^2n-44mn+16n

2n(5m-2)(m-4)

400

x^3+5x^2-4x-20

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

400

12b^2+2b-140

2(3b-10)(2b+7)

500

Factor completely:

81x^4-16

(3x+2)(3x-2)(9x^2+4)

500

11a^2-275a+1694

11 (a - 11) (a - 14)

500

Factor completely:

24x^2+4x-8

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

500

4x^3-64x^2+9x-144

(4x^2+9)(x-16)

500

18x^4-392

2(3x^2+14)(3x^2-14)