MA8402 Question Paper Probability And Queuing Theory Regulation 2017 Anna University free download. Probability And Queuing Theory Question Paper MA8402 pdf free download.

Queuing Theory Pdf
Probability And Queuing Theory By G.balaji Pdf Online
Probability And Queuing Theory By G.balaji Pdf Download

Sample MA8402 Question Paper Probability And Queuing Theory:

4. In a partially destroyed laboratory, record of an analysis of correlation data, the following results only are legible: variance of X = 9; Regression equations are 8X – 10Y + 66 = 0 and 40 X – 18 Y = 214. What are the mean values of X and Y?

5. Is poission process stationary? Justify.

6. What is a random process? When do you say a random process is a random variable?

Probability And Queuing Theory By G.balaji Pdf

Basic concepts from probability theory This chapter is devoted to some basic concepts from probability theory. 2.1 Random variable Random variables are denoted by capitals, X, Y, etc. The expected value or mean of Xis denoted by E(X) and its variance by ˙2(X) where ˙(X) is the standard deviation of X.

Probability and Queueing Theory by G.Balaji from Balaji Publications. Anna university 2013 Regulations. Branch: CSE (IV Semester) Course Code: MA6453. Please update pqt book to.
Download PDF of Probability and Queueing Theory Note Computer Science Engineering offline reading, offline notes, free download in App, Engineering Class handwritten notes, exam notes, previous year questions, PDF free download. My under eye areas maybe dark but my future will be bright and that is more important.

7. What do the letters in the symbolic representation (a/b/c) (d/e) of a queueing model represent?

8. What do you mean by balking and reneging?

Queuing Theory Pdf

9. State Jackson’s theorem for an open network.

10.What do you mean by Eh in the M/Eh / I queueing model?

PART B – (5 X 16 = 80 marks)

11. (a) (i) The CDF of the random variable of X is given by

(ii) Find the moment generating function of a geometrically distributed
random variable and hence find the mean and variance. (8)
Or

(b)(i) Message arrive at a switch board in a poisson manner at an average
rate of six per hour. Find the probability for each of the following events.

(1) Exactly two messages arrive within one hour

Probability And Queuing Theory By G.balaji Pdf Online

(2) No message arrives within one hour
(3) At least three message arrive within one hour. (8)
(ii) The peak temperature T, as measured in degrees Fahrenheit, on a
particular day is the Gaussian (85, 10) random variable. What is
P(T > 100), P (T < 60) and P (70 ≤ ???? ≤ 100)? (8)

12. (a) (i) Find the equation of the regression line Y on X from the
following data:

Subject name	Probability And Queuing Theory
Short Name	PQT
Semester	4
Subject Code	MA8402
Regulation	2017 regulation

Probability And Queuing Theory By G.balaji Pdf Download

MA8402 Probability And Queuing Theory Question PaperClick Here To Download