A couple of dance groups on campus decide to put on a performance. They start the ticket sale 22 weeks before the show. On the first day, they sold tickets for 88 hours.

Let xx be the time—for example, if xx is 22, it is the second hour of sale. Let yy be the number of tickets sold in any given hour. The relationship between xx and yy is roughly:

y=−2(x−1)(x−8)y=-2\left(x-1\right)\left(x-8\right)

Assume that 0≤x≤80\leq x\leq8.

What is the most amount of tickets sold in any given hour?

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