8.5 Solving by Factoring
8.5 Solving Quadratics by Factoring
7.6 Factoring
7.2 Factoring By GCF
7.4 Factoring ax^2+bx+c
1000

x(x+7)=0

(-7,0)(0,0)

1000

0=(2x−7)(x+2)


(-2,0)(3.5, 0)

1000

25x2−16

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

1000

20x2-15x

5x(4x-3)

1000

2x2+5x-12

(x+4)(2x-3)

2000

(2x−5)(4x−5)=0


(1.25,0)(2.5,0)

2000

0=(3x+1)(6x−5)


(-1/3,0)(5/6,0)

2000

x10−81

(x5-9)(x5+9)

2000

44a2+11a

11a(4a+1)

2000

4x2-49

(2x-7)(2x+7)

3000

3x2−x=4

(-1,0)(4/3,0)

3000

0=2x2−4x−30

(-3,0)(5,0)

3000

2x2+10x−14


2(x2+5x-7)

3000

24y-36x

12(2y-3x)

3000

16x2-9

(4x-3)(4x+3)

4000

0 = 4x2−12x+9

(1.5,0)

4000

0 = 6x2−5x+2

no solution

4000

4x4−36

(4x2-3)(4x2+3)

4000

3n3+122

3n2(n+4)

4000

4x2+12x+9

(2x+3)2

5000

0=x2−7x+15

no solution

5000

 3x2−5x−8 =0

(-1,0)(8/3,0)

5000

y8−16

(y2-2)(y2+2)(y4+4)

5000

-8s4+20r3-28

4(2s4-5r3+7)

5000

6x2-13x-5

(2x-5)(3x+1)

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