Graphing and Writing Inequalities
True/false statements
One-Step Inequalities
Two-Step Inequalities
MORE Two-Step Inequalities
100
When graphing inequalities, which symbols have an OPEN circle?
< Less Than
> Greater Than
100
Is the following inequality true or false?
2x > -6
if x = -3
False
100
Solve.
2x > 8
x > 4
100
Solve.
4x + 3 < 7
x < 1
100
Solve.
-2x + 5 < 13
x > -4
200
When graphing inequalities, which inequality symbols have a CLOSED circle?
≤ : Less Than or Equal to
≥ : Greater than or Equal to
200
When you solve 2k + 10 > 30, you get the following solution:
k > 10
True
200
Solve.
x + 4 < 88
x < 84
200
Solve.
2x - 5 > 11
What is:
x > 8
200
x/-30 ≤ 3
x ≥ -90
300
In which direction would we draw the line when graphing x < -3 ? Left or right?
Left
300
True or False. We use an open circle to represent the inequalities < and >.
True
300
Solve.
z/3>7
z > 21
300
Solve.
9x - 1 > 71
x > 8
300
Solve.
5x - 16 ≥ 34
x ≥ 10
400
What inequality does the graph show?
x ≥ -6
400
If graphing x < 5, we would put an open circle on 5 and draw a line to the right.
False. You would draw a line to the left
400
Solve.
7x < -14
x < -2
400
Solve.
v/3+14<30
v < 48
400
Solve.
2x - 4 < 88
x < 46
500
What are these symbols called:
< , ≤ , > , ≥?
(The answers are not less than, greater than, etc.)
Inequalities
500
True or false. -2 is less than -10
False
500
Solve.
f + 9 < 58
f < 49
500
Solve.
3x - 4 > 11
x > 5
500
Solve.
-2x - 5 + -2x < 11
x > -4