Hello, If possible please give me a detailed explanation of how to solve the problem
thank you so much
7. Assume the time S in between any two customers arriving to an automobile service facility
can be modelled as an exponential random variable with parameter . So, we are talking about the
interarrival time between two customers, on one hand, and the fact that the distribution function
of S is Fs(t)=1et a. [10 points] What is the probability that the time between any two consecutive
customers arriving to the facility is more than s units of time?.
Z Score,T Score, Percential Rank and Box Plot Graph
Hello, If possible please give me a detailed explanation of how to s.pdf
1. Hello, If possible please give me a detailed explanation of how to solve the problem
thank you so much
7. Assume the time S in between any two customers arriving to an automobile service facility
can be modelled as an exponential random variable with parameter . So, we are talking about the
interarrival time between two customers, on one hand, and the fact that the distribution function
of S is Fs(t)=1et a. [10 points] What is the probability that the time between any two consecutive
customers arriving to the facility is more than s units of time?
![Hello, If possible please give me a detailed explanation of how to solve the problem
thank you so much
7. Assume the time S in between any two customers arriving to an automobile service facility
can be modelled as an exponential random variable with parameter . So, we are talking about the
interarrival time between two customers, on one hand, and the fact that the distribution function
of S is Fs(t)=1et a. [10 points] What is the probability that the time between any two consecutive
customers arriving to the facility is more than s units of time?](https://image.slidesharecdn.com/helloifpossiblepleasegivemeadetailedexplanationofhowtos-230328102706-eee42891/85/Hello-If-possible-please-give-me-a-detailed-explanation-of-how-to-s-pdf-1-320.jpg)
