Certainly! Let's take a detailed, step-by-step look at how to rewrite the algebraic sentence [tex]\(8n + 13 \geq 110\)[/tex] in another way.
1. Identify the components of the inequality:
- [tex]\(8n\)[/tex] means "eight times a number."
- [tex]\(+13\)[/tex] means "13 more than" eight times a number.
- [tex]\(\geq 110\)[/tex] means "is greater than or equal to 110."
2. Rephrase each part of the inequality:
- Instead of [tex]\(8n\)[/tex], we'll say "eight times a number."
- Instead of [tex]\(+13\)[/tex], we'll say "13 more than" eight times a number.
- Instead of [tex]\(\geq 110\)[/tex], we'll say "is greater than or equal to 110."
3. Put it all together in a cohesive sentence:
- "13 more than eight times a number is greater than or equal to 110."
Thus, the algebraic sentence [tex]\(8n + 13 \geq 110\)[/tex] can be expressed in another way as:
- "13 more than eight times a number is greater than or equal to 110."
This conveys the same mathematical relationship using a different phrasing.
