An airline estimates the average weight of a passenger to be 185 pounds, including luggage. Assume the standard deviation is 40.0 pounds. -a) Find the probability that if 1 passenger is randomly selected, his weight will exceed 240 pounds. [Select] b) If 49 passengers are randomly selected, find the probability that their average weight will exceed 240 pounds. (Use the Central Limit Theorem) [Select]

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An airline estimates the average weight of a passenger to be 185 pounds, including
luggage.
Assume the standard deviation is 40.0 pounds.
a) Find the probability that if 1 passenger is randomly selected, his weight will exceed
240 pounds. [Select]
b) If 49 passengers are randomly selected, find the probability that their average weight
will exceed 240 pounds. (Use the Central Limit Theorem)
[Select]
Transcribed Image Text:An airline estimates the average weight of a passenger to be 185 pounds, including luggage. Assume the standard deviation is 40.0 pounds. a) Find the probability that if 1 passenger is randomly selected, his weight will exceed 240 pounds. [Select] b) If 49 passengers are randomly selected, find the probability that their average weight will exceed 240 pounds. (Use the Central Limit Theorem) [Select]
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