DETERMINATION OF MAXIMUM PROFIT OF A MANUFACTURING COMPANY USING A NEW TRANSPORTATION TECHNIQUE
Abstract
A newly developed transportation technique is applied here in order to determine the maximum profit of a
manufacturing company, At the very beginning of the main operation a table called Total Opportunity Table
(TOT) is determined, that makes the total procedure easier. Then the Distribution Indicators (DI) are
calculated from the difference of the biggest and the smallest Unit Profit of each row and each column of
the TOT, Basic cells are located which are the biggest entries of the TOT along the biggest Dis. Finally,
allocations are made in the cells of Transportation Table (TT) corresponding to the basic cells of the TOT.
The technique is justified with numerical example for its efficiency.
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References
Operations Research, Fourteenth Edition, S. Chand &
Sons, New Delhi.
[2J Taha, H., Operations Research: An Introduction,
Sixth Edition, Prentice-Hall of India Private Lim ited,
New Delhi
[3J Kothari, C. R., An Introduction to Operational
Research , Vikash Publishing House Pvt. Ltd., New
Delhi, India.
[4J Shore, H. (1970), The Transportation Problem and
the Vogel's Approximation Method, Decision Science
1(3-4), ppA41-457.
[5J Balakrishnan, N. (1990), Modified Vogel's
Approximation Method for Unbalance Transportation
Problem, Applied Mathematics Letters 3(2), pp.9-11.
16] Amirul I. , M. Mesbah, M. Sharif and M. A. Malek
(2013), Application of a New Transportation Algorithm
on Profit Maximization Problem, MIST Journal of
Science and Technology, Volume-2, Number-2,
pp.67-71.
[7J Amirull. , M. Sharif , S. M. Hasan, F. Rashid and M.
A. Malek (2013), Profit Maximization of a
Manufacturing Company: An Algorithmic Approach ,
Jahangirnagar Journal of Mathematics and
Mathematical Science, Volume-28, pp.29-37.
[8J Amirul I. , M. M. Haque and M.S. Uddin, (2012),
Extremum Difference Formula on Total Opportunity
Cost: A Transportation Cost Minimization Technique,
Prime University Journal of Multidisciplinary Quest,
Volume-6, Number-2, pp.125-1 30.
[9J Amirul I., A. R. Khan, M.S. Uddin and M. A. Malek
(2011), Determination of Basic Feasible Solution of
Transportation Problem: A New Approach,
Jahangirnagar University Journal of Science, Vo1.35,
No.1 , pp.1 05-112.
[10J Korukoglu, S., and S. Balli (2011), An Improved
Vogel's Approximation Method for the Transportation
Problem, Association for Scientific Research,
Mathematical and Computational Application Vol.16
No.2, pp.370-381.
[11J Kasana, H., and KD. Kumar (2004), Introductory
Operation Research: Theory and Applications,
Springer, pp. 509-511.
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