The average arrival rate of customers

Reference no: EM131130478

We consider the loss system M/G/2/2. Suppose that the service times have independent exponential distributions with parameter Θ, where Θ is a random variable such that

Suppose also that the average arrival rate of customers is λ = 1. Calculate, assuming they exist, the limiting probabilities , for i = 0,1,2.

Reference no: EM131130478

Questions Cloud

What do the poor and the rich buy : Can you give some examples of these price differences from your experience at normal and upscale supermarkets? Visit a couple of same-industry stores such as Walmart and Whole Foods to collect data if necessary. (Related to Application 4 on page 3..

An exponential distribution with parameter : Suppose that we modify the M/M/2 queueing system as follows: when a server is free, he assists (if needed) the other server, so that the service time, S, has an exponential distribution with parameter 2μ.

Independent and identically distributed random variables : We assume that the times between the arrivals of customers are independent and identically distributed random variables. Similarly, the service times are independent random variables having, for each server, the same probability density function ..

What might have caused this appreciation : When the crisis hit, the value of the U.S. dollar rose sharply against many other currencies. What might have caused this appreciation?

The average arrival rate of customers : We consider the loss system M/G/2/2. Suppose that the service times have independent exponential distributions with parameter Θ, where Θ is a random variable such that

What is the balance on the capital account for this country : At the same time, foreign residents acquire $200 billion of this country s assets. Ignoring minor items, what is the balance on the capital account for this country? What about its current account?

A hairdresser and her assistant operate a salon : A hairdresser and her assistant operate a salon. There are two types of customers: those of type I prefer to have their hair cut by the hairdresser but are willing to be served by her assistant, while those of type II want to be served by the assi..

Can you think of any possible explanations for this puzzle : Can you think of any possible explanations for this puzzle?

Your impression of the woman at the beginning : What is your impression of the woman at the beginning? What makes you think this? - Was the "bump" an accident?

User Account

All Pages