Every home football game for the past 8 years at Eastern State University has been sold out. The revenues from ticket sales are significant, but the sale of food, beverages, and souvenirs has contributed greatly to the overall profitability of the football program. One particular souvenir is the football program for each game. The number of programs sold at each game is described by the following probability distribution: number of programs sold-First value, probability-second value (23, 0.15; 24, 0.22; 25, 0.24; 26, 0.21; 27, 0.18. Each program costs $0.80 to produce and sells for $2.00. Any programs that are not sold are donated to a recycling center and do not produce any revenue. If the university decided to print 2,600 programs for each game, what would the average profits be for the three games simulated with the following random four values: 13, 19, 39.

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Every home football game for the past 8 years at Eastern State University
has been sold out. The revenues from ticket sales are significant, but the
sale of food, beverages, and souvenirs has contributed greatly to the
overall profitability of the football program. One particular souvenir is the
football program for each game. The number of programs sold at each
game is described by the following probability distribution: number of
programs sold-First value, probability-second value (23, 0.15; 24, 0.22; 25,
0.24; 26, 0.21;27, 0.18. Each program costs $0.80 to produce and sells for
$2.00. Any programs that are not sold are donated to a recycling center
and do not produce any revenue. If the university decided to print 2,600
programs for each game, what would the average profits be for the three
games simulated with the following random four values: 13, 19, 39.
Transcribed Image Text:Every home football game for the past 8 years at Eastern State University has been sold out. The revenues from ticket sales are significant, but the sale of food, beverages, and souvenirs has contributed greatly to the overall profitability of the football program. One particular souvenir is the football program for each game. The number of programs sold at each game is described by the following probability distribution: number of programs sold-First value, probability-second value (23, 0.15; 24, 0.22; 25, 0.24; 26, 0.21;27, 0.18. Each program costs $0.80 to produce and sells for $2.00. Any programs that are not sold are donated to a recycling center and do not produce any revenue. If the university decided to print 2,600 programs for each game, what would the average profits be for the three games simulated with the following random four values: 13, 19, 39.
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