Question
What is algebraic expression represent the phrase below?
Four times a number (x) more than twelve
Four times a number (x) more than twelve
Answers
GPT-4o mini
The phrase "four times a number (x) more than twelve" can be translated into an algebraic expression as follows:
1. "A number" is represented by \( x \).
2. "More than twelve" means we add twelve to \( x \), giving us \( x + 12 \).
3. "Four times" indicates we need to multiply the entire expression from step 2 by 4.
Putting it all together, the algebraic expression is:
\[
4(x + 12)
\]
1. "A number" is represented by \( x \).
2. "More than twelve" means we add twelve to \( x \), giving us \( x + 12 \).
3. "Four times" indicates we need to multiply the entire expression from step 2 by 4.
Putting it all together, the algebraic expression is:
\[
4(x + 12)
\]