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The revenue that an arena receives from the sale of tickets is given as a function of the ticket price p as follows: R(p) =

The revenue that an arena receives from the sale of tickets is given as a function of the ticket price p as follows: R(p) = -500p + 14000p, where p is in dollars. Find the ticket price that will maximize revenue. Determine the maximum revenue. The ticket price that will maximize revenue is $ The maximum revenue is $

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