A professional baseball team sells regular tickets and premium tickets to all of its home games. At a recent game, the average price for a regular ticket was $52.46, and the average price for a premium ticket was $175.85. Which of the following equations shows a relationship where the number of regular tickets, r, and the number of premium tickets, p, that the team sells generates $5,000,000 in ticket sales?
A. P/52.46 + r/175.85 =5,000,000
B. R/52.46 + p/175.85 =5,000,000
C. 52.46p+175.85r=5,000,000
D. 52.46r+175.85p=5,000,000

Question

08-07-2024
Mathematics

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A professional baseball team sells regular tickets and premium tickets to all of its home games. At a recent game, the average price for a regular ticket was $52.46, and the average price for a premium ticket was $175.85. Which of the following equations shows a relationship where the number of regular tickets, r, and the number of premium tickets, p, that the team sells generates $5,000,000 in ticket sales?
A. P/52.46 + r/175.85 =5,000,000
B. R/52.46 + p/175.85 =5,000,000
C. 52.46p+175.85r=5,000,000
D. 52.46r+175.85p=5,000,000

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