Which inequality represents the graph shown below?
-5
0
5
(1 point)
x < - 2
x <= - 2
x > - 2
x >= - 2
x <= - 2
To determine the correct inequality that represents the graph shown below, we need to analyze the points on the graph.
The graph has an open circle at -2, indicating that the point -2 is not included in the solution. The line on the graph is pointing to the left, which indicates that the solution is to the left of -2.
Therefore, the correct inequality that represents the graph is:
x < -2
To determine which inequality represents the given graph, we need to consider the shaded region on the number line.
Looking at the graph, we can see that the shaded region includes all values to the left of -2, but does not include -2 itself.
This means that the shaded region represents an inequality where x is less than -2.
Therefore, the correct inequality that represents the graph is:
x < -2