Question
Which statement represents the algebraic expression
?
the difference of 11 divided by a number
and 7
7 less than the product of 11 and a number
11 multiplied by a number
increased by 7
the difference of 7 and 11 times a number
Answers
GPT-4o mini
To determine which statement accurately represents the algebraic expression, let's analyze each option based on an arbitrary variable \( x \) representing "a number":
1. **The difference of 11 divided by a number and 7**:
This can be expressed as \( \frac{11}{x} - 7 \).
2. **7 less than the product of 11 and a number**:
This can be expressed as \( 11x - 7 \).
3. **11 multiplied by a number increased by 7**:
This can be expressed as \( 11x + 7 \).
4. **The difference of 7 and 11 times a number**:
This can be expressed as \( 7 - 11x \).
To summarize:
- Option 1: \( \frac{11}{x} - 7 \)
- Option 2: \( 11x - 7 \)
- Option 3: \( 11x + 7 \)
- Option 4: \( 7 - 11x \)
Please provide the specific algebraic expression you want to match with these statements, and I can help identify which option represents it.
1. **The difference of 11 divided by a number and 7**:
This can be expressed as \( \frac{11}{x} - 7 \).
2. **7 less than the product of 11 and a number**:
This can be expressed as \( 11x - 7 \).
3. **11 multiplied by a number increased by 7**:
This can be expressed as \( 11x + 7 \).
4. **The difference of 7 and 11 times a number**:
This can be expressed as \( 7 - 11x \).
To summarize:
- Option 1: \( \frac{11}{x} - 7 \)
- Option 2: \( 11x - 7 \)
- Option 3: \( 11x + 7 \)
- Option 4: \( 7 - 11x \)
Please provide the specific algebraic expression you want to match with these statements, and I can help identify which option represents it.