Syllabus
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Course Code: MT-603 Course Name: Mathematics Practical-VI |
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| MODULE NO / UNIT | COURSE SYLLABUS CONTENTS OF MODULE | NOTES |
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| 1 | a. Linear Programming Problem Solving- Questions related to the following problems will be solved using scientific calculator and record of those will be maintained in the Practical Notebook: 1) To solve a Linear Programming Problem by Simplex method with unique solution or with unbounded solution. 2) To solve a Linear Programming Problem by Two Phase method. 3) To solve a Linear Programming Problem by Big M- Method. 4) To solve a Linear Programming Problem using duality. 5) To obtain an optimal solution by Dual Simplex Method. 6) To determine optimal solution of a transportation problem using Vogel’s method. 7) Determine optimal solution of transportation problem using (u v) method. 8) Determine an initial basic feasible solution of transportation problem by matrix method. |
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| 2 | a. Problem Solving of Statistics and Probability- Questions related to the following problems will be solved using scientific calculator and record of those will be maintained in the Practical Notebook: 1) Practical problems based on measures of dispersion (variance, standard deviation and coefficient of variation). 2) To compute Karl Pearson’s coefficient of correlation for given bivariate frequency distribution. 3) To obtain the regression lines for given data. 4) Practical problems based on Binomial distribution. 5) Practical problems based on Poisson distribution. 6) Practical problems based on Normal distribution. 7) To fit a straight line for the given data on pairs of observations. 8) Practical problem solving related to expectation of random variables. |
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