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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?$\newline$Choose $1$ answer:$\newline$(A) $\frac{p}{52.46}+\frac{r}{175.85}=5,0 c$$\newline$(B) $\frac{r}{52.46}+\frac{p}{175.85}=5,0 \mathrm{C}$$\newline$(C) $52.46 p+175.85 r=5,01$$\newline$(D) $52.46 r+175.85 p=5,01$