Factoring trinomials when a=1
Factoring trinomials when a>1
Factor using the GCF
Factor completely
Difference of 2 Squares
100

Factor into two binomials: x2+10x+25

(x+5)(x+5)

100

Factor 2x2-7x+6

(2x-3)(x-2)

100

Factor 3x2-12x

3x(x-4)

100

Factor completely: a2b2-144a2

a2(b+12)(b-12)

100

Factor: x2-16

(x+4)(x-4)

200

Factor into two binomials: x2-12x+27

(x-9)(x-3)

200

Factor 9x2+6x+1

(3x+1)(3x+1)

200

Factor: 3x2+12x-15

3 (x2+4x-5)

200

Factor completely: 2x2-10x+8

2(x-4)(x-1)

200

Factor: 9-x2

(3+x)(3-x)

300

Factor into two binomials: x2-5x+6

(x-3)(x-2)

300

Factor 4y2+12y+9

(2y+3)(2y+3)

300

Factor: 12x7-24x4+48x3

12x3(x4-2x+4)

300

Factor completely: 2x3+14x2-60x

2x(x+10)(x-3)

300

Factor: 4x3-64x

x(2x-8)(2x+8)

400

Factor into two binomials: x2+2x-24

(x+6)(x-4)

400

Factor 2x2-x-6

(x-2)(2x+3)

400

Factor: 13x2+26x +68

PRIME (or not factorable, NO, etc.)

400

Factor completely: y4-81

(y2+9)(y+3)(y-3)

400

Factor: 25y2-4x2

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

500

Factor into two binomials: y2-7y-18

(y-9)(y-2)

500

Factor: ax2-bx-ax+b

(x-1)(ax-b)

500

Factor: 3x2y5z4-21x3z2

3x2z2(y3z2-7x)

500

Factor completely: 80-5d2

5(4+d)(4-d)

500

Factor: x2+100

PRIME (not factorable, NO etc.)