QUESTION 2 A store owner estimates that each customer spends random amount of money which is assumed to follow a poisson distribution with mean 190, independent from each other. Using central limit theorem approximation, find the minimum number of daily customers so that the daily average revenue per customer is higher than 175 with probability of at least 0.95? (Answer must be an integer) Attach File

MATLAB: An Introduction with Applications
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QUESTION 2
A store owner estimates that each customer spends random amount of money which is assumed
to follow a poisson distribution with mean 190, independent from each other. Using central limit
theorem approximation, find the minimum number of daily customers so that the daily average
revenue per customer is higher than 175 with probability of at least 0.95? (Answer must be an
integer)
Attach Eile
Transcribed Image Text:QUESTION 2 A store owner estimates that each customer spends random amount of money which is assumed to follow a poisson distribution with mean 190, independent from each other. Using central limit theorem approximation, find the minimum number of daily customers so that the daily average revenue per customer is higher than 175 with probability of at least 0.95? (Answer must be an integer) Attach Eile
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