On average, a professor receives 24.7 e-mails from students the day before a final exam. What sort of probability distribution will he use to calculate the probability of receiving at least 10 e-mails on such a day? A) Poisson distribution B) Binomial distribution C) All of the above D) None of the above O a A Ob. D OC. C

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On average, a professor receives 24.7 e-mails from students the day before a final exam. What sort of
probability distribution will he use to calculate the probability of receiving at least 10 e-mails on such a
day?
A) Poisson distribution
B) Binomial distribution
C) All of the above
D) None of the above
O a A
Ob. D
OC C
Od B
Transcribed Image Text:On average, a professor receives 24.7 e-mails from students the day before a final exam. What sort of probability distribution will he use to calculate the probability of receiving at least 10 e-mails on such a day? A) Poisson distribution B) Binomial distribution C) All of the above D) None of the above O a A Ob. D OC C Od B
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