QuestionA musician charges $C(x)=64 x+30,000$ where $x$ is the total number of attendees at the concert. The venue charges $\$ 84$ per ticket. After how many people buy tickets does the venue break even, and what is the value of the total tickets sold at that point?
The venue breaks even after $\square$ tickets are sold for a total value of $\$$ $\square$

Studdy Solution
Calculate the total value of tickets sold at the break-even point. Multiply the number of tickets by the price per ticket:
$\text{Total value} = 1,500 \times 84$ $\text{Total value} = 126,000$
The total value of tickets sold at the break-even point is $\$\boxed{126,000}$ .

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