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Download GTU BE/B.Tech 2019 Winter 7th Sem New 2171503 Resource Optimization Techniques Question Paper

Download GTU (Gujarat Technological University) BE/BTech (Bachelor of Engineering / Bachelor of Technology) 2019 Winter 7th Sem New 2171503 Resource Optimization Techniques Previous Question Paper

This post was last modified on 20 February 2020

GTU BE/B.Tech 2019 Winter Question Papers || Gujarat Technological University


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BE - SEMESTER- VII (New) EXAMINATION — WINTER 2019

Subject Code: 2171503

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Subject Name: Resource Optimization Techniques

GUJARAT TECHNOLOGICAL UNIVERSITY

Time: 10:30 AM TO 01:00 PM

Instructions:

  1. Attempt all questions.
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  3. Make suitable assumptions wherever necessary.
  4. Figures to the right indicate full marks.

Q.1

  1. (a) Define OR. [03]
  2. (b) Discuss its scope in Indian industries related to Industrial engineering. [04]
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  4. (c) Explain various phases of OR to solve any problem of industries for optimum solution. [07]

OR

  1. (a) Write note: Models of OR. [03]
  2. (b) Differentiate slack and surplus variables. [04]
  3. (c) Solve the following Game: [07]

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    1 2 3
    Player-A 2 3 2
    3 3 4 0

Q.2

  1. (a) What is Linear programming? [03]
  2. (b) What are the problems you may face for OR implementation? [04]
  3. (c) Solve the following LPP. [07]

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    Minimize 4x+3y+z, Subject to x-2y +z>=2, x+y-z>=3, X,y,z>=0

OR

  1. (a) Explain in short: Optimum solution. [03]
  2. (b) What is the role of duality in LPP? [04]
  3. (c) Solve the following LPP. [07]

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    Minimize 10x+6y+2z, Subject to -x+y+z >= 1, 3x+y-z>=2, x,y,z>=0

Q.3

  1. (a) What is waiting line problem? How you solve it? [03]
  2. (b) Explain in short: Non-degenerate feasible solution. [04]
  3. (c) Solve the following sequential problem by graphical and arithmetic method: [07]

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    Job A B C D E X Y Z
    Machine-A | 15 14 31 26 25 20 21 15
    Machine-B | 17 20 23 21 30 19 15 31

OR

  1. (a) Discuss History of OR. [03]
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  3. (b) What is the significance of Vogel’s Approximate Method? [04]
  4. (c) Solve following transportation problem for minimum transportation cost. Unit shipping costs in Rs. Are given as under. [07]
    Factory/Warehouse a b c d Supply
    A 8 9 6 3 18
    B 6 11 5 10 20
    C 3 8 7 9 18
    Demand 15 16 12 13

Q.4

  1. (a) What is degeneracy in transportation problem? How can it solve? [03]
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  3. (b) Discuss (1) Balking (2) Jockeying [04]
  4. (c) What are causes of replacement of a machine? [07]

OR

  1. (a) Explain the following terms related to Game theory: [03]
    1. Game
    2. Mixed strategy
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    4. Two person’s zero sum game
    5. Saddle point
  2. (b) What is application of Game Theory? [04]
  3. (c) Differentiate: Individual v/s Group replacement model. [07]
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Q.5

  1. (a) The probability Pn of failure just before n is shown in below. If individual replacement costs Rs. 3.50 and group replacement costs Rs. 1.00 per item. Find the optimum replacement solution. [03]
    n 1 2 3 4 5 6 7 8
    Pn 0.02 0.03 0.05 0.12 0.14 0.18 0.15 0.12
  2. (b) [04]
  3. (c) [07]
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OR

  1. (a) [03]
  2. (b) [04]
  3. (c) [07]

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