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Question
the drama club is selling tickets for their spring play.
- each ticket costs $7.50.
- the club needs to raise at least $600 to cover production costs.
what is the least number of tickets they must sell to meet their goal?
Step1: Define variable for ticket count
Let $n$ = number of tickets sold.
Step2: Set up inequality for revenue
Total revenue: $7.50n \geq 600$
Step3: Solve for $n$
$n \geq \frac{600}{7.50}$
$n \geq 80$
Since tickets are whole numbers, 80 is the minimum.
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