REVIEW ON FACTORING

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Factoring trinomials when a=1

Factoring trinomials when a>1

Factor using the GCF

Factor completely

Factoring he difference of two perfect 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:

x⁴y⁷- 6x⁵y⁷

x⁴y⁷(1 - 6x)

200

Factor completely:

x⁴-625

(x+5)(x-5)(x²+25)

200

Factor:

9-x²

(3+x)(3-x)

300

Factor into two binomials:

x²+2x-24

(x+6)(x-4)

300

Factor

2x²-x-6

(x-2)(2x+3)

300

Factor:

3x² + 9x + 18

3(x²+3x + 6)

300

Factor completely: y⁴-81

(y^2+9)(y+3)(y-3)

300

25y²-4k²

(5y+2k)(5y-2k)

400

Factor into two binomials:

x²-5x+6

(x-3)(x-2)

400

Factor

4y²+12y+9

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

400

Factor:

4ab²-12a²b

4ab(b-3a)

400

Factor completely:

2x³+14x²-60x

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

400

(1/4)x²-(49/25)

(1/2x-7/5)(1/2x+7/5)

500

Factor into two binomials:

y⁴- 7y²-18

(y^2-9)(y^2-2)

500

Factor:

ax²-bx-ax+b

(x-1)(ax-b)

500

36x⁴- 72x⁵y

36x⁴(1 - 2xy)

500

Factor completely:

80-5d²

5(4+d)(4-d)

500

x²+100

Can not be factored because of the plus sign.