assignmentssolution@gmail.com

Get Assignments and Projects prepared by experts at a very nominal fee.

More than 8 years in assisting assignments and projects/dissertation/thesis of MBA,BBA,BCA,MCA,PhD and others-

Contact us at : Email : assignmentssolution@gmail.com

Help for : SMU, IIBM,IMT, NMIMS, NIBM ,KSBM, KAIZAN, ISBM, SYMBIOSIS, NIMS, IGNOU, XAVIER, XIBMS, ISM, PSBM, NSBM, NIRM, ISBM, ISMRC, ICMIND, UPES and many others.

Help in : Assignments, projects, M.Phil,Ph.D disseration & thesis,case studies

Courses,MBA,BBA,PhD,MPhil,EMBA,MIB,DMS,MMS,BMS,GDS etc

Contact us at : Email : assignmentssolution@gmail.com



Tuesday, 12 March 2013

Ignou 2013 (April assignments) : For answers contact us at assignmentssolution@gmail.com


ASSIGNMENT
Course Code        :    MS - 51
Course Title        :    Operations Research    
Assignment Code    :    MS-51/TMA/SEM - I /2013
Coverage        :    All Blocks

Note : Attempt all the questions and submit this assignment on or before 30th April, 2013 to the coordinator of your study center.

1.    Solve the following LP problem using SIMPLEX method
    MINIMIZE    Z    = 5X1 - 2X2 +3X3
    Subject to
            2X1 + 2X2  - X3    2
            3X1 – 4X2              ≤ 3
            X2  + 3X3               ≤ 5
    X1 , X2  and X3   0
2.    a) Write the DUAL of the LP problem given the Problem - 1 and find out the solution of
                  Dual problem from the final table of simplex (Primal). (b) Discuss the differences between
                  PRIMAL and DUAL. (C) Explain  the economic interpretation of DUAL variable.
3.    a) Discuss the costs associated with queuing system. Explain how you will decide the    
                  number of counters to be opened at a certain branch of bank.
    b) The mean arrival rate to a service centre is 3 per hour. The mean service time is 10
                  minutes. Assuming Poisson arrival rate and exponential servicing time, determine the  
                  following.    
(i)    Utilization factor of facility   (ii)  Probability of two units in the system.  (iii) Expected number of units in the queue    (iv) Expected waiting time of customer in the system.
4.    a) What is the game in Game Theory? Explain the best strategy on the basis of
                 MINIMAX criteria of optimality.
    b) Solve the following graphically
                           B

   

5.    Write short notes on the following
(a)    GOAL programming  (b)  Dynamic programming (c) Express Transportation Problem
      as LP form  (d)  Application of OR in Industry and government.

No comments:

Post a Comment