Question
Which phrase represents the algebraic expression for \( n-4 \) ? OA) The quotient of a number and four. OB) Four less than a number. OC) Four minus a number. OD) Four more than a number.
Ask by Owen Coleman. in the United States
Feb 04,2025
Real Tutor Solution
Tutor-Verified Answer
Answer
The phrase that represents the algebraic expression \( n - 4 \) is "Four less than a number."
Solution
The algebraic expression \( n - 4 \) translates to a phrase that indicates "four less than a number."
Let's evaluate each option:
- **OA) The quotient of a number and four.**
This represents \( \frac{n}{4} \), not \( n - 4 \).
- **OB) Four less than a number.**
This correctly represents \( n - 4 \).
- **OC) Four minus a number.**
This represents \( 4 - n \), which is different from \( n - 4 \).
- **OD) Four more than a number.**
This represents \( n + 4 \), not \( n - 4 \).
**Therefore, the correct answer is OB) Four less than a number.**
**Answer:**
OB) Four less than a number.
Reviewed and approved by the UpStudy tutoring team
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Explain 
Simplify this solution Beyond the Answer
The correct phrase that represents the algebraic expression \( n - 4 \) is "Four less than a number." This indicates that you take the number \( n \) and subtract 4 from it, which perfectly matches the expression given. To clarify further, some common mistakes when interpreting such phrases include mixing up subtraction and addition terms. For instance, "Four minus a number" would represent \( 4 - n \), which is entirely different from \( n - 4 \). Always pay close attention to the order of phrases in these expressions!
