Suppose that the Atlantic Sun conference is a for-profit organization that can be bought. Assuming that the price-to-ticket revenue ratio is 6.0 and the controlling interest premium is 80%, what is the value of the conference according to the price-to-ticket revenue ratio method? Use the Table of Ticket Revenues posted in Module 12 to answer this question. $54,955,571.20$123,650,035.20$329,733,427.20$741,900,211.20 \begin{tabular}{|l|c|} \hline Franchise & Ticket Revenue \\ \hline Jacksonville & $8,676,917 \\ \hline Kennesaw State & $8,456,073 \\ \hline Lipscomb & $7,975,785 \\ \hline Stetson & $7,886,742 \\ \hline Florida Gulf Coast & $6,985,825 \\ \hline East Tennessee State & $6,688,512 \\ \hline Northern Kentucky & $6,119,687 \\ \hline Mercer & $6,983,252 \\ \hline North Florida & $5,843,073 \\ \hline South Carolina-Upstate & $3,078,598 \\ \hline \end{tabular} Suppose that the Atlantic Sun conference is a for-profit organization that can be bought. Assuming that the price-to-ticket revenue ratio is 6.0 and the controlling interest premium is 80%, what is the value of the conference according to the price-to-ticket revenue ratio method? Use the Table of Ticket Revenues posted in Module 12 to answer this question. $54,955,571.20$123,650,035.20$329,733,427.20$741,900,211.20 \begin{tabular}{|l|c|} \hline Franchise & Ticket Revenue \\ \hline Jacksonville & $8,676,917 \\ \hline Kennesaw State & $8,456,073 \\ \hline Lipscomb & $7,975,785 \\ \hline Stetson & $7,886,742 \\ \hline Florida Gulf Coast & $6,985,825 \\ \hline East Tennessee State & $6,688,512 \\ \hline Northern Kentucky & $6,119,687 \\ \hline Mercer & $6,983,252 \\ \hline North Florida & $5,843,073 \\ \hline South Carolina-Upstate & $3,078,598 \\ \hline \end{tabular}