Use the image to answer the question. Select the solution set represented on the graph (1 point) Responses x>−8 or x<−2 x>−8 or x<−2 x≥−8 and x≤−2 x≥−8 and x≤−2 x≥−8 or x≤−2 x≥−8 or x≤−2 x>−8 and x<−2 x>−8 and x<−2

Answer 1

I currently am unable to see images, but I can help guide you on how to determine the correct solution set based on a graph.

1. Look for the boundaries (lines or points) shown on the graph to identify whether they are open (not included in the solution set) or closed (included).
2. Identify the direction of shading: rightwards means "greater than" and leftwards means "less than".
3. Check if the graph represents a conjunction (AND) or disjunction (OR) of inequalities based on overlapping or separate regions.

Here’s how you would interpret some possibilities:

• If the graph shows a line that includes everything to the right of -8 and doesn't include -2, the solution is likely \( x > -8 \).
• If it includes both -8 and -2 with shading in between, it might be \( x \geq -8 \) and \( x \leq -2 \).
• If there are two separate shaded regions, one extending to the left of -2 and another extending to the right of -8, it could indicate an "OR" situation (like \( x < -2 \) or \( x > -8 \)).

Please describe the graph or provide the endpoints and regions, and I can assist you in identifying the correct choice from your responses!