Inequality Basics
Review Equations
Inequalities
Multi-Step Inequalities
Different Representations
100

When graphing inequalities, which inequality signs have an OPEN circle

> and <


100

Solve the equation. 

6(x-1)=12 


x= 3

100

Solve the inequalities. 1≥x-9 

10≥x 

100

Solve the inequalities. 2y+7>11 

y>2

100

Write in interval notation and GRAPH the solution 

-5 <x<= 8

(-5, 8]

200

When graphing inequalities, which inequality signs have a CLOSED circle?

≤ or ≥

200

Solve the equations. 

5+2(x-2)=19 

x=10 

200

Solve the inequalities. 5+m+8≥14

m≥1 

200

Solve the inequalities. 11-4z<-1

z>3 

200

Write the following as an inequality and GRAPH the solution set on a number line 

[-1,4)

300

Which direction do we shade

x< 3

left


300

Solve the equations. -5(3n+5)=20 

n= -3 

300

Solve the inequalities. -3a < -9

a>3

300

Solve the inequalities. 3+b/3<7

b<12

300

Write the following as an inequality and GRAPH the solution 

(-3,7) 
400

Draw the graph for 

x > 4



open circle at 4 going to the right

400

Solve the equations. 42-18t =4(t+5) 

t=1 

400

Solve the inequalities. d/-11 ≤6 

d≥-66

400

Solve the inequalities. x/-3 -8≥-3

x≤-15

400

Write the following in interval notation and GRAPH the solution 

2<=x<=9

500

Draw the graph for 3 < x or x ≥ 6

Or graph going in opposite directions

500

What is the solution of the equation: 

-3(2x-1)=-21 

4

500

Solve the inequality.  -18≤3p

p≥-6

500

What is the solution of the inequality z/-4+3<15? 

z>-48

500

Write the following as an inequality and GRAPH the solution 

(-6, 3]

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