Question
Student council is renting a tent for $350 for an upcoming student fair. Each student attending the fair will pay $0.50. All other attendees will pay $2.25 each. Write an inequality to represent the situation where s represents the number of students and a represents the other attendees that are paying. (1 point)
sa≥
sa≥
Answers
GPT-4o mini
To set up the inequality for the situation, we need to consider the total revenue generated from both groups of attendees in relation to the cost of renting the tent.
The cost of renting the tent is $350.
The revenue from students (each paying $0.50) can be represented as:
\[
0.50s
\]
where \( s \) is the number of students attending.
The revenue from other attendees (each paying $2.25) can be represented as:
\[
2.25a
\]
where \( a \) is the number of other attendees.
To cover the cost of the tent, the total revenue must be greater than or equal to the cost, leading us to the following inequality:
\[
0.50s + 2.25a \geq 350
\]
So the correct inequality to represent this situation is:
\[
0.50s + 2.25a \geq 350
\]
The cost of renting the tent is $350.
The revenue from students (each paying $0.50) can be represented as:
\[
0.50s
\]
where \( s \) is the number of students attending.
The revenue from other attendees (each paying $2.25) can be represented as:
\[
2.25a
\]
where \( a \) is the number of other attendees.
To cover the cost of the tent, the total revenue must be greater than or equal to the cost, leading us to the following inequality:
\[
0.50s + 2.25a \geq 350
\]
So the correct inequality to represent this situation is:
\[
0.50s + 2.25a \geq 350
\]