Factoring trinomials
Factoring Trinomials- harder
Difference of Squares
Factor by GCF
100

Factor:

x2+8x+12

(x+6)(x+2)

100

Factor:

2x2+7x+3

(2x+1)(x+3)

100

Factor:

a2-100

(a+10)(a-10)

100

Factor:

14n2+10n

2n(7n+5)

200

Factor:

m2-11m+18

(m-9)(m-2)

200

Factor:

5n2+26n+5

(5n+1)(n+5)

200

Factor:

4x2-25

(2x+5)(2x-5)

200

Factor:

8-4a2

4(2-a2)

300

Factor:

3x2+15x-72

3(x+8)(x-3)

300

Factor:

18x2-60x+42

6(3x-7)(x-1)

300

Factor:

8x2-50

2(2x+5)(2x-5)

300

Factor:

18x3-6x

6x(3x2-1)

400

Factor:

5xy2-30xy-35x

5x(y-7)(y+1)

400

One of the factors of 7x3-36x2+5x is x+b,
where b is a positive constant. What is the
smallest possible value of b?

Daily Double!

Factors to:
x(7x-1)(x-5)

So  the smallest possible value of b is -5

400

Factor:

49y-121y3

y(7-11y)(7+11y)

400

Factor:

4x4y2+16x3y2-8x2y2

4x2y2(x2+4x-2)

500

One of the factors of 2x3-2x2-112x is x+b,
where b is a positive constant. What is the
smallest possible value of b?


Factors to:
2x(x-8)(x+7)

So  the smallest possible value of b is -8

500

Factor:

8x3y-48x2y+40xy

4xy(2x-2)(x-5)

500

Factor:

64v3-36v

4v(4v+3)(4v-3)

500

Factor:

10a3b4-6a2b6

2a2b4(5a-3b2)

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