GCF
Factoring Trinomials
Solving Quadratics Pt. 1
Solving Quadratics Pt. 2
Miscellaneous
100

What does GCF stand for?

Greatest Common Factor

100

x2-6x+8

(x-4)(x-2)

100

(2k+5)(k+1)=0

k=-5/2

k=-1

100

2(a+1)(a+2)=0

a= -1

a= -2

100

A polynomial that cannot be factored

Prime Polynomial

200

3x3+9x

3x(x2+3)

200

k2-13k+40

(k-5)(k-8)

200

n2+7n+10=0

n= -5

n= -2

200

x2-11x+21=0

x= 3

x= 8

200

Breaking a polynomial down into its most basic parts

Factoring

300

5x3y2-15x+20y2x

5x(x2y2-3+4y2)

300

6n2+5n-6

(2n+3)(3n-2)

300

6n2-18n-18=6

n= 4

n= -1

300

n2-10n+22=-2

n= 6

n=4

300

3p2-2p-5

(3p-5)(p+1)

400

4xy2-16xy+72y

4y(xy-4x+18)

400

9x2+7x-56

Prime

400

n2+8n=-15

n= -5

n= -3

400

b2+5b-35=3b

b= -7

b= 5

400

15a2-3a=3-7a

a= 1/3

a= -3/5

500

3a2b3-18b2+16ab-2

3a2b3-18b2+16ab-2

500

16b2+60b-100

4(b+5)(4b-5)

500

9r2-5r-10=0

Prime

500

10b2=27b-18

b= 6/5

b= 3/2

500

28n4+16n3-80n2

4n2(7n-10)(n+2)

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