Factoring trinomials when a=1
Factoring with Difference of Squares
Factor using the GCF
Factor completely
Factoring by grouping
100

Factor into two binomials: x2+10x+25

(x+5)(x+5)

100

Factor 16x2-4

(4x-2)(4x+2)

100

Factor 3x2-12x

3x(x-4)

100

Factor completely: a2b2-144a2

a2(b+12)(b-12)

100

Factor: x3-4x2+3x-12

(x2+3)(x-4)

200

Factor into two binomials: x2-12x+27

(x-9)(x-3)

200

Factor 25x2-16

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

200

Factor: xb+1-xb

xb (x-1)

200

Factor completely: x4-625

(x+5)(x-5)(x2+25)

200

Factor: 25n3-10n2-20n+8

(5n2-4)(5n-2)

300

Factor into two binomials: x2+2x-24

(x+6)(x-4)

300

Factor 36x2-16y2

(6x-4y)(6x+4y)

300

Factor: y2+6y

y(y+6)

300

Factor completely: y4-81

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

300

25x3-10x2-5n+2

(5x2-1)(5x-2)

400

Factor into two binomials: x2-5x+6

(x-3)(x-2)

400

Factor 81x2-100y2

(9x-10)(9x+10)

400

Factor: 4ab2-12a2b

4ab(b-3a)

400

Factor completely: 2x3+14x2-60x

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

400

30a3-18a2-5a+3

(6a2-1)(5a-3)

500

Factor into two binomials: y4-7y2-18

(y2-9)(y2-2)

500

Factor: x4-16y2

(x2-4y)(x2+4y)

500

12x3+6x2-3x

3x(4x2+2x-1)

500

Factor completely: 80-5d2

5(4+d)(4-d)

500

49x3-7x2+7x-1

(7x2+1)(7x-1)