1(a)
State when simulation is appropriate

5 M

1(b)
Define : System and Model.

5 M

1(c )
Explain the properties of Poisson process.

5 M

1(d)
Distinguish between

(i)Activity and Delay

(ii)Random Numbers and Random Variant

(i)Activity and Delay

(ii)Random Numbers and Random Variant

5 M

2(a)
Explain steps in simulation study along with the flowchart.

10 M

2(b)
Explain Naylor and Finger validation approach.

10 M

3(a)
Explain different types of simulation with respect to output analysis.

10 M

3(b)
Explain in detail an evaluation and selection technique for simulation software.

10 M

4(a)
Records pertaining to monthly number of jobs related injuries at Chemical plant were being studied by an NGO. The value for past 100 months were as follows:

Apply the Chi-square goodness of fit test to these data to test the hypothesis that the underlying distribution is poisson. Use level of significance ?=0.05

Apply the Chi-square goodness of fit test to these data to test the hypothesis that the underlying distribution is poisson. Use level of significance ?=0.05

10 M

4(b)
Explain overall structure of an event scheduling for simulation program with the help of necessary flowchart

10 M

5(a)
Explain in detail method of batch means of interval estimation in steady state simulation.

10 M

5(b)
Explain long run measures of Performance of Queuing system.

10 M

6(a)
Explain multiuser queuing system with suitable example.

10 M

6(b)
Explain steps involved in development of useful model of input data

10 M

Write short notes on any two of the following:-

7(a)
Inverse Transform Technique

10 M

7(b)
Terminating and Non-Terminating Simulation.

10 M

7(c)
Verification and Validation process.

10 M

7(d)
Features of GPSS

10 M

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