Owners of a minor league baseball team believe that a Normal model is useful in projecting the number of fans who will attend home games. They use a mean of 8500 fans and a standard deviation of 1500 fans. Using this model, answer these questions. a. Sketch and clearly label this Normal model, based on the 68-95-99.7 Rule. b. What proportion of the home games will have fewer than 6000 fans in attendance? c. What proportion of the home games will have between 9000 and 12000 fans? d. Fill in the blank: Only 5% of the home games will have more than fans in attendance.

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Owners of a minor league baseball team believe that a Normal model is useful in
projecting the number of fans who will attend home games. They use a mean of 8500
fans and a standard deviation of 1500 fans. Using this model, answer these questions.
a. Sketch and clearly label this Normal model, based on the 68-95-99.7 Rule.
b. What proportion of the home games will have fewer than 6000 fans in
attendance?
c. What proportion of the home games will have between 9000 and 12000 fans?
d. Fill in the blank: Only 5% of the home games will have more than
fans in attendance.
Transcribed Image Text:Owners of a minor league baseball team believe that a Normal model is useful in projecting the number of fans who will attend home games. They use a mean of 8500 fans and a standard deviation of 1500 fans. Using this model, answer these questions. a. Sketch and clearly label this Normal model, based on the 68-95-99.7 Rule. b. What proportion of the home games will have fewer than 6000 fans in attendance? c. What proportion of the home games will have between 9000 and 12000 fans? d. Fill in the blank: Only 5% of the home games will have more than fans in attendance.
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