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Download JNTUA MBA 2018 May-June Supply 2nd Sem 9E00207 Operations Research Question Paper

Download JNTUA (JNTU Anantapur) MBA (Master of Business Administration) 2018 May-June Supplementary 2nd Sem 9E00207 Operations Research Previous Question Paper

This post was last modified on 27 July 2020

JNTU Anantapur MBA 2nd Semester last 10 year question papers 2010-2020 -All regulation-1St Year 1st Sem



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Code: 9E00207


MBA & MBA (Finance) II Semester Supplementary Examinations June/July 2018


OPERATIONS RESEARCH

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(For students admitted in 2013 (LC), 2014, 2015 & 2016 only)


Time: 3 hours Max. Marks: 60


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Answer any FIVE questions


All questions carry equal marks




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  1. Define operations research. Describe the scope and applications of operations research.

  2. Solve the following LPP.

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    Maximize Z = 5X1 + 8X2


    Subject to 2X1 + 3X2 = 12

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    X1 = 5


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    X2 = 3


    X1, X2 = 0
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  4. Suppose an auto company has three plants in cities A, B and C and two major distribution centers
    in D and E. The capacities of the three plants during the next quarter are 1000, 1500 and
    1200 cars. The quarterly demands of the two distribution centers are 2300 and 1400 cars. The
    transportation costs (which depend on the mileage, transport company etc.) between the plants

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    and the distribution centers is as follows:




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    DE
    A80215
    B100108
    C10268



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    Which plant should supply how many cars to which outlet so that the total cost is minimum?

  5. A company is having four tasks (1, 2, 3, 4) that are to be assigned to four persons (W, X, Y, Z) and
    the costs are set out in the following table. Assign tasks to the persons using Hungarian procedure

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    so as to minimize the cost.




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    WXYZ
    118201517
    215161210
    322191630
    42515129


  6. Solve the game for the given pay off matrix using principle of dominance method.

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    B1B2B3
    A1566
    A2237
    A3114
    A4011
    A5452


  7. Five jobs are performed first on machine Y and then on machine X. hours by each job on each

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    machine is given below.




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    ABCDE
    Machine X41312
    Machine Y13257

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  8. Each airline passenger and his or her luggage must be checked to determine whether he or she is
    carrying weapons onto the plane. Suppose that at Gotham City Airport, an average of
    10 passengers per minute arrive (inter arrival times are exponential). To check passengers for

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    weapons, the airport must have a checkpoint consisting of a metal detector and baggage X-Ray
    machine. Whenever a checkpoint is in operation, two employees are required. A checkpoint can
    check an average of 12 passengers per minute (the time to check a passenger is exponential).
    Under the assumption that the airport has only one checkpoint, answer the questions:

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    1. What is the probability that a passenger will have to wait before being checked for weapons?

    2. On the average how many passengers are waiting in line to enter the checkpoint?

    3. On the average, how long will a passenger spend at the checkpoint?
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  9. A project plan is as follows:

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    ActivityPredecessorTime
    A-5
    B-4
    CA7
    DB1
    EB5
    FD6
    GF, E2
    HC, E, G3
    IH4
    JH1



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    Construct a PERT network and compute earliest and latest times. Identify the critical path.




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