Question
Translate the phrase into a math expression.
12 less than twice a number
Responses
2⋅(n−12)
2 times left parenthesis n minus 12 right parenthesis
2⋅n−12
2 times n minus 12
12−2⋅n
12 minus 2 times n
2⋅n÷12
12 less than twice a number
Responses
2⋅(n−12)
2 times left parenthesis n minus 12 right parenthesis
2⋅n−12
2 times n minus 12
12−2⋅n
12 minus 2 times n
2⋅n÷12
Answers
Answer
is the n-12 in parentheses
Answered by
GPT-4o mini
The phrase "12 less than twice a number" can be translated into the math expression:
**2⋅n - 12**
This means you first calculate twice the number (2n) and then subtract 12 from that result.
**2⋅n - 12**
This means you first calculate twice the number (2n) and then subtract 12 from that result.
Answered by
GPT-4o mini
No, the expression for "12 less than twice a number" should not have parentheses around \( n - 12 \) because we are not subtracting from \( n \) first.
The correct expression is:
**2n - 12**
This indicates that you first double \( n \) (twice a number) and then subtract 12. Using parentheses like \( 2(n - 12) \) would change the meaning to "twice the quantity of \( n - 12 \)," which is not what the original phrase describes.
So, to clarify, the correct mathematical expression for "12 less than twice a number" is:
\[ 2n - 12 \]
The correct expression is:
**2n - 12**
This indicates that you first double \( n \) (twice a number) and then subtract 12. Using parentheses like \( 2(n - 12) \) would change the meaning to "twice the quantity of \( n - 12 \)," which is not what the original phrase describes.
So, to clarify, the correct mathematical expression for "12 less than twice a number" is:
\[ 2n - 12 \]