Representing solutions of linear inequalities in one variable on a number line

What inequality is graphed?

• -3 > x > 2

• -3 < x > 2

• x > 2 or x ≤ -3

• x > 2 or x < -3

Consider the graph shown above. What compound "OR" inequality does it represent?

• $x\le-1$ or $x\ge6$

• $x\le-1$ or $x\le6$

• $x\ge-1$ or $x\ge6$

• $x\ge-1$ or $x\le6$

What is the compound inequality for the range of the following graph?

• $y\ge2$

• $x\ge2$

• $y>2$

• $x>2$

TRUE or FALSE:

A compound inequality with the word 'and' can be written as a single inequality. For example, - 9 < x < 9

• True

• False

Match the Graph with the Compound Inequality

• A
• B
• C
• D

Look at the Graph. Write the inequality in interval notation.

• [-4, -1)
• (-4, -1)
• (-4, -1]
• [-4, -1]

Write the inequality for this graph.

• A

• B

• C

• D

Which graph represents -5≤x≤5?

• Graph 1

• Graph 2

• Graph 3

• Graph 4

When graphing "AND" inequalites, shading looks like___

• Shading that connects the 2 dots.

• Shading that always points opposite directions from each dot

• 2 shaded arrows pointing in same direction (both left)

• 2 shaded arrows pointing in same direction (both right)

Which compound inequality  matches the following "And" Compound Inequality

 $x>-2\ and\ x<3$  

•  $-2<x<3$  

•  $-2>x<3$