Question: . Consider a hypothetical theme park that can serve up to 1,000 customers per day. The theme park charges a single admission price. We assume

. Consider a hypothetical theme park that can serve up to 1,000 customers per day. The theme park charges a single admission price. We assume that demands for different days of the week are independent; that demand curves are linear, with intercepts, slopes, and satiating prices as shown in the table. Can you write the revenue-maximizing mathematical model to find what price should the theme park charge without variable pricing?

Day of week Intercept (Di) Slope (mi) Sunday 3.100 -62 Monday 1.500 -50 Tuesday 1.400 -40 Wednesday 1.510 -42 Thursday 2.000 -52 Friday 2.500 -55 Saturday 3.300 -60

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