Absolute Value Inequalities

What is the inequality that fits the graph?

• $y<\left|x+2\right|+3$

• $y\ge\left|x-3\right|-2$

• $y>\left|x+2\right|-3$

• $y\le\left|x+3\right|-2$

What is the inequality that would produce this graph?

•  $y\ge\left|x-3\right|+1$

• $y>\left|x+3\right|+1$

• $y<\left|x-3\right|-1$

• $y\le\left|x+3\right|-1$

What is the correct equation for this graph?

• y < |x+4| -1

• y ≤ |x+4|+ 1

• y ≤ |x-4| - 1

• y < |x+4| + 1

What is the correct equation for this graph?

• y ≤ 4|x-1| - 2

• y ≤ 2|x-1| + 2

• y ≥ -2|x+1| - .5

• y ≤ -2|x-1| + 1

What is the correct equation for this graph?

• y > -2|x| + 2

• y > -2|x| + 4

• y > -.5|x| + 4

• y > 2|x| + 4