Greatest Common Factor
Trinomial
a > 1
Difference of Squares
Find the Factor Factors
General Factoring Knowledge
100

The result of factoring: 

2x2 + 14

What is 2(x2 + 7)?

100

To factor the trinomial x2+8x+16 you find two numbers that add to 8 but multiply to this...

What is 16?

100

The result of factoring:
3x+ 20x + 12

What is
(3x+2)(x+6)?

100

The result of factoring: 16x2-1

(4x-1)(4x+1)

100

Factors of 6

1,2,3,6

100

The first step of factoring is to ALWAYS?

Check for a GCF

200

The result of factoring:

14x+63

What is
7(2x+9)?

200

The result of factoring:
x+ 8x + 12 

What is
(x + 2)(x + 6)?

200

The result of factoring:
5x2 +21x +4 

What is
(5x+1)(x+4)?

200

The result of factoring:
x- 25

What is
(x - 5)(x + 5)?

200

Factors of 100

1,2,4,5,10,20,25,50,100

200

I can only use difference of squares if the terms are ________.

Perfect squares 


300

The result of factoring:

16x2+56

What is

8(2x2+7)

300

The result of factoring:
x- 6x + 8

What is
(x - 4)(x - 2)?

300

The result of factoring:
3x2 + 14x + 15

What is
(3x+5)(x+3)?

300

The result of factoring:
2x- 200

What is
2(x - 10)(x + 10)?

300

Factors of 36

1,2,3,4,6,9,12,18,36

300

The trinomial (a=1) method requires me to find to numbers that ________

multiply to get C and add to get B

400

The result of factoring:

14x3+18x4

What is

2x3(7+9x)

400

The result of factoring:
x- 10x - 24 

What is
(x - 12)(x + 2)?

400

The results of factoring:
2x2 -13x - 7

What is
(2x+1)(x-7)?

400

The result of factoring:
81x- 49

What is
(9x - 7)(9x + 7)?

400

Factors of 17

1,17

400

The 5 methods of factoring we have learned are called

GCF Method, Trinomials (a=1), Trinomials (a>1), Grouping Method, Difference of squares method

500

The result of factoring:

-20x2-6x5

What is

-2x2(10+3x3)

500

The result of factoring:
2x+ 8x + 8 

What is
2(x + 2)2?

500

The result of factoring:
16x2 - 8x + 1

What is
(4x - 1)2?

500

The result of factoring:
64x2 - 25

What is
(8x + 5)(8x - 5)?

500

Factors of 1

1

500

When I factor by grouping, I start by  _______

Taking out a GCF

Split the terms in half

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