Asked by Alto Saxophone
Which values of x are solutions to the inequality?
x<−200
Select each correct answer.
Responses
x=−210
x equals negative 210
x=−120
x equals negative 120
x=−200
x equals negative 200
x=−102
x equals negative 102
x=−201
x<−200
Select each correct answer.
Responses
x=−210
x equals negative 210
x=−120
x equals negative 120
x=−200
x equals negative 200
x=−102
x equals negative 102
x=−201
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To solve the inequality \( x < -200 \), we need to find values of \( x \) that are less than \(-200\).
Here are the options provided, evaluated against the inequality:
1. **\(x = -210\)**: This is less than \(-200\). **(Solution)**
2. **\(x = -120\)**: This is greater than \(-200\). **(Not a solution)**
3. **\(x = -200\)**: This is equal to \(-200\), not less than. **(Not a solution)**
4. **\(x = -102\)**: This is greater than \(-200\). **(Not a solution)**
5. **\(x = -201\)**: This is less than \(-200\). **(Solution)**
Therefore, the correct responses are:
- **\(x = -210\)**
- **\(x = -201\)**
Here are the options provided, evaluated against the inequality:
1. **\(x = -210\)**: This is less than \(-200\). **(Solution)**
2. **\(x = -120\)**: This is greater than \(-200\). **(Not a solution)**
3. **\(x = -200\)**: This is equal to \(-200\), not less than. **(Not a solution)**
4. **\(x = -102\)**: This is greater than \(-200\). **(Not a solution)**
5. **\(x = -201\)**: This is less than \(-200\). **(Solution)**
Therefore, the correct responses are:
- **\(x = -210\)**
- **\(x = -201\)**
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