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In a town of 120,000 potential "football fans," the football team draws the following attendees per game, at the various prices shown:
Q(in thousands)
Q (male) (1'000s)
Q (female) (1'000s)
Revenue (1'000s)
0
120
60
10
90
50
40
900
20
1200
30
If the team can charge ANY prices it wants (including different prices to men and women), what price(s) should it charge to make the largest amount of revenue?
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