Which inequality represents the graph below:
(1 point)
Responses
3x+7>10
3 x plus 7 is greater than 10
−3x−7≥−10
−3x+7<10
−3x+7<10
3x−7≤−10
The graph is not provided.
To determine which inequality represents the given graph, we need to analyze the direction of the graph and the points it intersects.
Looking at the graph, we can see that the line is a solid line, which means it includes the points on the line. Additionally, the line is pointing downward, suggesting that the solution values lie below the line.
Now we need to figure out the equation of the line. To do this, we look at the point where the line intersects the y-axis. From the graph, we can see that this point is at (0, -7), which means the y-intercept is -7.
Based on the information we've gathered, we can conclude that the correct inequality is:
−3x−7≥−10
This represents the graph shown, as it includes the points on the line (-3x-7) and the shaded region below the line (≥).