Factoring and Solving
Factoring by taking the Square Root
Factor using the GCF
Factor Completely
Factoring using Special Cases
100

x2+10x+25=0

x=-5,-5

100

x2-36=0

x=-6,6

100

x2+3x=0

x=-3,0

100

b2+8b+7

(b+7)(b+1)

100

x2+6x+9=0

x=-3

200

 x2-12x+27=0

x=3,9

200

x2-1=24

x=-5,5

200

3x2-12x=0

x=0,4

200

n2-11n+10

(n-10)(n-1)

200

x2+8x+16=0

x=-4

300

x2-5x+6=0

x=3,2

300

2x2-8=0

x=-2,2

300

5x2-45=0

x=-3,3

300

b2+16b+64

(b+8)(b+8)

300

x2-12x+36=0

x=6

400

x2+2x-24=0

x=-6,4

400

3x2+7=55

x=-4,4

400

4x2=20x

x=0,5

400

n2+6n+8

(n+4)(n+2)

400

x2+14x+49=0

x=-7

500

x2+13x+42=0 

x=-7,-6

500

-2x2+15=x2-12

x=-3,3

500

3x2-6x-45=0

x=-3,5

500

2n2+5n+2

(2n+1)(n+2)

500

4x2+28x+49=0

x=-7/2

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