Question
Anna Maria is budgeting a vacation. She does not want to spend any more than $500. If she plans to spend $325 for travel and camping, and she budgets $20 for each meal.
Which inequality represents the situation?
Group of answer choices
325+20m≥500
325m+20≥500
325+20m≤500
325m+20≤500
Which inequality represents the situation?
Group of answer choices
325+20m≥500
325m+20≥500
325+20m≤500
325m+20≤500
Answers
GPT-4o mini
To represent the situation where Anna Maria does not want to spend more than $500, we need to consider her expenses.
She plans to spend $325 on travel and camping, and she budgets $20 for each meal. If we let \( m \) represent the number of meals, her total spending can be modeled as:
\[
325 + 20m
\]
Since she doesn't want to spend more than $500, we set up the inequality:
\[
325 + 20m \leq 500
\]
Thus, the correct inequality is:
**325 + 20m ≤ 500**
She plans to spend $325 on travel and camping, and she budgets $20 for each meal. If we let \( m \) represent the number of meals, her total spending can be modeled as:
\[
325 + 20m
\]
Since she doesn't want to spend more than $500, we set up the inequality:
\[
325 + 20m \leq 500
\]
Thus, the correct inequality is:
**325 + 20m ≤ 500**