One-Step Inequalities
Two-Step Inequalities
Graphing Inequalities
True/False
Write the Inequality
100

Solving Inequalities

Solve for x.

3x > 12

What is:

x > 4

100

Solving Inequalities

Solve for x. 

8x + 3 < 7

What is: 

x < 1/2 or 0.5

100

On a number line, graph:

x ≥ –2

What is: 

<--------((-2))======>>

100

Is the statement true

2X > -6

X = -3

False

100

Mrs. Bickley must read for a minimum of 20 minutes.

x ≥ 20

200

Solve the Inequality 

X + 16 < -10

What is:

X < -26

200

Solving Inequalities

Solve for x.

2x - 12 > - 16

What is: 

x > -2

200

On a number line, graph:

x > 1

What is:

<-------(1)====>>

200

Inequalities only have one solution, just like equations.

False. Inequalities have infinitely many solutions.

200

Mrs. Miller must have all the orders placed right now done in 7 days or less.

x  ≤  7

300

solve the Inequality


z/12 > 5

What is:

z > 60

300

Solving Inequalities

Solve for x. 

9x + 1 > -71

What is: 

x > -8

300

On a number line, graph:

x ≤ 6

What is:

<<=====((6))--------->

300

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


True

300
Emma must be taller than 42 inches to ride the ride

x >  42

400

solve the Inequality


-7x < 35

What is:

x > -5

400

Solve for v. 

-4v + 14 < 30

What is:

v > -4

400

On a number line, graph:

x < 5

What is:

<<=====(5)--------->

400

Is the statement true?

-2B + 30 < -10

B < 20

False.

400

Mr. Collins drive slower than 75 MPH

x < 75

500

Solve the Equation:

f - 15 < -30

What is:

f < -15

500

Inequalities

5x - 11 < 13 + 7x

What is:

x > -12

500

What inequality is shown by the graph:

<<======(-3)---------->

What is:

x < –3

500

Given K - 6 > -14

K > -20

False
500

Dr. Dwyer said no more than 12 words.

x ≤ 12

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