One-Step Equations
Two-Step Equations
True/false statements
Solving Inequalities
Multi-Step Equations
100

Solving Equations

Solve for x.

2x = 8

What is:

x = 4

100

Solving Equations

Solve for x. 

4x + 3 = 7

What is: 

x = 1

100

Is the statement true or false?

2X > 6

X > 3

True

100

Solving Inequalities

Solve for c. 

c - 11 > 22

What is: 

c > 33

100

2(3x+1)=38

x=6

200

Solve the equation 

X + 4 = -88

What is:

X = -92

200

Solving Equations

Solve for x.

2x - 5 = - 11

What is: 

x = -3

200

Is the statement true or false?

-2K + 30 = -10

K = -40

False

200

 Solve the inequality

-2x <- 4

X > 2

200

3x+1+4x=-20

x=-3

300

solve the equation


z/30 = 70

z = 2,100

300

Solving Equations

Solve for x. 

-9x + 1 = -71

What is: 

x = 8

300

We use a closed circle to represent the inequalities < and > ?


False

300

 2(t+2)-3t>=-1 

t < 5

300

1/4(4x-8)=17

x=19

400

solve the equation


-4x = 14

What is:

x = -3.5

400

Solve for v. 

v/3 + 14 = 30

v = 48

400

Inequalities only have one solution, just like equations.

False. Inequalities have infinitely many solutions. 

400

8>3(5-x)+2

x>3

400

-2(4x-5)=66

x=-7

500

Solve the Equation:

f - 9 = -58

What is:

f = -49

500

 
 6x-8=58 

x = 11

500

Given c + 4 > -14

We use the inverse operation of subtraction to solve the inequality.

TRUE

500

6z-15<4z+11

z<13

500

2(x+4)+3x=33

x=5

M
e
n
u