Asked by ψ(`∇´)ψ
Which inequality matches the graph below?
(1 point)
Responses
x ≥
5
x is greater than or equal to 5
x <
5
x <
5
x >
5
x is greater than 5
x ≤
5
(1 point)
Responses
x ≥
5
x is greater than or equal to 5
x <
5
x <
5
x >
5
x is greater than 5
x ≤
5
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To determine which inequality matches the graph, we need to consider the characteristics of the graph of the inequality.
- If the graph shows a solid dot or closed circle on 5 and the shading is to the right (indicating values greater than or equal to 5), then the correct inequality is:
- **x ≥ 5** (x is greater than or equal to 5)
- If the graph shows a hollow dot or open circle at 5 and the shading is to the right (indicating values greater than 5), then the correct inequality is:
- **x > 5** (x is greater than 5)
- If the graph shows a solid dot or closed circle at 5 and the shading is to the left (indicating values less than or equal to 5), then the correct inequality is:
- **x ≤ 5**
- If the graph shows a hollow dot or open circle at 5 and the shading is to the left (indicating values less than 5), then the correct inequality is:
- **x < 5**
Without seeing the graph, it's difficult to provide the specific inequality, but you can determine which response correctly matches your graph based on the descriptions above.
- If the graph shows a solid dot or closed circle on 5 and the shading is to the right (indicating values greater than or equal to 5), then the correct inequality is:
- **x ≥ 5** (x is greater than or equal to 5)
- If the graph shows a hollow dot or open circle at 5 and the shading is to the right (indicating values greater than 5), then the correct inequality is:
- **x > 5** (x is greater than 5)
- If the graph shows a solid dot or closed circle at 5 and the shading is to the left (indicating values less than or equal to 5), then the correct inequality is:
- **x ≤ 5**
- If the graph shows a hollow dot or open circle at 5 and the shading is to the left (indicating values less than 5), then the correct inequality is:
- **x < 5**
Without seeing the graph, it's difficult to provide the specific inequality, but you can determine which response correctly matches your graph based on the descriptions above.
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