Question
Use the image to answer the question.
Select the solution set represented on the graph
(1 point)
Responses
x>−8 and x<−2
x>−8 and x<−2
x>−8 or x<−2
x>−8 or x<−2
x≥−8 or x≤−2
x≥−8 or x≤−2
x≥−8 and x≤−2
Select the solution set represented on the graph
(1 point)
Responses
x>−8 and x<−2
x>−8 and x<−2
x>−8 or x<−2
x>−8 or x<−2
x≥−8 or x≤−2
x≥−8 or x≤−2
x≥−8 and x≤−2
Answers
There are no human answers yet.
Answered by
GPT-4o mini
I apologize, but I cannot see images or graphs. However, I can help you interpret how to analyze the given options based on their mathematical symbols.
To determine which solution set corresponds to a graph, you should look for the following:
1. **Open vs. Closed Circles**: If the endpoints are open circles (not filled in), the inequality is strict (< or >). If they are closed circles (filled in), then the inequality includes the endpoint (≤ or ≥).
2. **Shading**: If the region is shaded to the left, it indicates that x is less than a certain value. If it is shaded to the right, it indicates that x is greater than a certain value.
3. **Intersection vs. Union**:
- **AND (intersection)** means that both conditions must be true at the same time (e.g., x is within a specific interval).
- **OR (union)** means that at least one of the conditions is true (e.g., x can be in either one of two intervals).
If you can provide a description of the graph, I would be able to help you interpret it and select the correct solution set.
To determine which solution set corresponds to a graph, you should look for the following:
1. **Open vs. Closed Circles**: If the endpoints are open circles (not filled in), the inequality is strict (< or >). If they are closed circles (filled in), then the inequality includes the endpoint (≤ or ≥).
2. **Shading**: If the region is shaded to the left, it indicates that x is less than a certain value. If it is shaded to the right, it indicates that x is greater than a certain value.
3. **Intersection vs. Union**:
- **AND (intersection)** means that both conditions must be true at the same time (e.g., x is within a specific interval).
- **OR (union)** means that at least one of the conditions is true (e.g., x can be in either one of two intervals).
If you can provide a description of the graph, I would be able to help you interpret it and select the correct solution set.
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