University of Calicut Previous Years Question Paper & Answer

University : University of Calicut
Course : B.Sc

Semester : SEMESTER 5

Subject : Linear Programming

Year : 2022

Term : NOVEMBER

Branch : MATHEMATICS

Scheme : 2020 Full Time

Course Code : MTS 5B 08

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Write the simplex algorithm for minimum tableaus.

What do you mean by complementary slackness ?

State Duality theorem.

Consider the canonical minimization linear programming problem given below :

Minimize g (31, y2)=— yo subject to
೫1 2 21
‏پیر+ ہر-‎ <2
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State the dual canonical maximization of the linear programming problem.

Using VAM to obtain an initial basic feasible solution of the transportation problem given below :

Write the Hungarian algorithm for solving assignment problem.

Explain Northwest-corner method for obtaining initial basic feasible solution in transportation
problem.

Section B

Answer any number of questions.
Each question carries 5 marks.
Ceiling is 30.

Solve the following linear programming problem by geometrical method :

Maximize f (x, y) = 5x + 2y subject to
x+3y<14
2x+y<8

x,y 20.

Solve the following canonical linear programming problem using simplex algorithm :

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