I M. Tech I Semester (R19) Regular Examinations
OPTIMIZATION TECHNIQUES
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Department of Computer Science and Engineering
MODEL QUESTION PAPER
TIME: 3 Hrs. Max. Marks: 75
Answer ONE Question from EACH UNIT
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All questions carry equal marks
UNIT -1
- a). State the optimization problem. Classify and explain various types of optimization problems with examples
b). Explain typical applications of operation research in industry
OR
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- a). Discuss the various phases in solving an operations research problem.
b). State necessary & Sufficient conditions for multivariable optimization problem with constraints
UNIT - II
- a). Discuss about graphical solution revised simplex method
b). What is dual simplex method? explain in detail
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OR
- a). Solve the following LPP by simplex method
Minimize Z = —6x1 — 2x2 — 6x3
subject to 2x1 —3x2 +x3 <14
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2x1 +2x2 —-4x3 <37
x1>2x2>1x3>3
b). Explain dual simplex method
UNIT - III
- a). Compare transportation problem with simplex method
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b). Explain Kuhn-Tucker conditions min cost flow problem
OR
- a). Explain max flow problem in detail
b). Explain Nonlinear programming problem
UNIT - IV
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- a). Discuss about geometric programming
b). Briefly discuss about scheduling and sequencing
OR
- a). Explain different multi server models
b). Explain deterministic inventory models
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UNIT - V
- a). What is dynamic Programming? explain in detail
b). Explain about Game theory simulation
OR
- a). Explain about single channel problem model
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b). Discuss about Elementary graph theory
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