# MA2262 SYLLABUS PDF

### MA2262 SYLLABUS PDF

Anna University, Chennai Department of Computer Science Engineering ( Common to I.T) Fourth Semester MA Probability and Queueing. Subject Code: MA Subject Name: Probability and Queuing Theory Type: Question Bank Edition Details: Kings Edition Syllabus. MA — PROBABILITY AND QUEUEING THEORY (Regulation ). ( Common to Information Technology) Time: Three hours Answer ALL Questions PART. Author: Nikoshura Balabar Country: Republic of Macedonia Language: English (Spanish) Genre: Marketing Published (Last): 28 September 2004 Pages: 379 PDF File Size: 14.94 Mb ePub File Size: 16.96 Mb ISBN: 851-9-56809-242-9 Downloads: 20881 Price: Free* [*Free Regsitration Required] Uploader: Tygogrel ## ‘+relatedpoststitle+’

The number of monthly breakdown of a computer is a r. Write any two properties of regression coefficients. Pn1n2 represent the probability that there are n1 customers in station 1 and n2 customers in station 2. A physical examination for a patient where the patient St.

Assume that the inter arrival time follows an exponential distribution and the service time distribution is also exponential with an average of 36 minutes. Probability and Queueing Theory Telecommunication field, Bioinformatics, biomedical Industry.

### Probability and Queueing Theory(question with answer)

She never buy the same cereal in successive weeks. Write the Physical conditions of Binomial distribution. It is given that X be the daily water consumption of the locality in million litres and X follows gamma distribution with average of 3 million litres.

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System depends on time t, Steady state: Service time distribution follows Poisson distribution. Define a Random Process. What are the differences between Markovian and non Markovian queueing model?

## Probability and Queueing Theory(question with answer)

Find the correlation coefficient between X and Y x on y: Syllaus has found that most types of major news stories occur as Poisson processes. Title of the Presentation Line 1 [36pt Calibri bold blue] Title of the. Each emitted particle has a probability of 0. The service time is constant.

### MA PQT Lecture Notes – All Units Solved Problems

If customers arrive at the barber shop in a Poisson fashion at an average rate of one every 40 minutes, how long on the average a customer in the spends in the shop. When do you say the Markov chain is regular? Assuming the system behavior ma2226 be approximated by the two stage tandem queue find the bottle neck of the repair facility. The town has a daily stock of 35, litres. Here Pij denote the one step transition probability.

In discrete random process, X is. Number of telephone calls in 0,t. Time study observations gave the average slinging time as Write down the applications of network queues. A random process or Stochastic process X s,t is a function that maps each element of a sample space into a time function called sample function.

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If the arrivals of the patients at the clinic are approximately Poisson at the average rate of 3 per hour, what is the average time spent by a patient i in the examination ii waiting in the clinic?

Write down the moment generating function of Gamma distribution. What is the probability that the average life time of a random sample of the appliances is atleast November 19, 0. The length of a phone call is assumed to be distributed exponentially with mean 4 min. When the regression equations are known the arithmetic means are computed by solving the equation.