Adding and Subtracting
Multiplying and Factoring GCF
Multiplying Binomials & Special Cases
Zero Product Property
Factoring and Solving
100
–6a + 3a
What is -3a
100
2x(x + 8)
What is 2x2 + 16x
100
(y – 4)(y + 7)
What is y2 + 3y - 28
100
(x+1)(x-2)=0
-1, 2
100

Factor and then solve:

x2-2x=0

0, 2
200
(3x2 + 5) + (16x2 + 7)
What is 19x2 + 12
200
Simplify 3m2 (4 + m)
What is 3m3 + 12m2
200
(3x + 1)(5x – 3)
What is 15x2 - 4x - 3
200
(x+3)(x-9)=0
-3, 9
200

Factor and then solve: 

5x2-5x=0

0, 1
300
(11n – 4) – (5n + 2) 
What is 6n - 6
300
Find the GCF of 4t3 + 24t
What is 4t
300
(x + 3)(x2 – 2x + 4)
What is x3 + x2 -2x + 12
300
(x+10)(x-9)=0
-10, 9
300

Factor and then solve: 

x2-3x=0

3, 0
400
 (3d2 + 8d – 2) -(2d2 – 7d + 6) 
d2 +15d - 8
400
Factor GCF 8 t4 + 20t3
What is 4 t3
400
(5s + 2)2
What is 25s2 +20s + 4
400
(x+8)(x-8)=0
-8, 8
400

Factor and then solve

2x2+4x=0

0, -2
500

(4a + 24) - (2a + 6)

2a +18
500
Simplify 5y(y + 2) 
What is 5y2 +10y
500
(x+8)(x-9)

x2-x-72

500
(x+20)(x-10)=0
-20, 10
500

x2 = 4x

0, 4