It seems that you are referencing a specific graph related to an inequality, but I cannot see the graph you are mentioning. However, I can explain how to interpret common inequalities based on given responses.
- At least 2: This would correspond to the inequality \( x \geq 2 \).
- At most 2: This corresponds to the inequality \( x \leq 2 \).
- Less than 2: This corresponds to the inequality \( x < 2 \).
- More than 2: This corresponds to the inequality \( x > 2 \).
- Minimum of -1: This corresponds to the inequality \( x \geq -1 \).
- Greater than -1: This corresponds to the inequality \( x > -1 \).
- Less than -1: This corresponds to the inequality \( x < -1 \).
- At most -1: This corresponds to the inequality \( x \leq -1 \).
To determine which word describes the graph, you would need to observe where the shaded or marked area lies concerning the lines marked by 2 and -1. Once you provide details about the graph, like the shaded region or thresholds, I could help derive the correct response from the options provided.