Operation Research| Degenerate Transportation problems |Tips for solve by MODI Method

Hallow Guys,
This video is complete discuss about Operation Research-Transportation problems solving Vogel's approximation method , North west corner rule and Least cost method | Matrix minima method on the Post Graduate level in Art and Science Students , Under Graduate level in Engineering students and MBA students also .And this video discuss the Transportation problem step by step Guide to make perfect explain for the slow learner students. The video will give the crystal clear discuss with Transportation concepts and how do apply the T.P.P in real life situation and also Business Administration. It is also used for Topic learner such as Transportation model solving different methods and its applications etc.. . This above topics are common for U.G , P.G and MBA students.....
I hope when you are going to find my video helpful and joyful. Don't forget to like share and subscribe....

Source video link:
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Transportation problem definition and solving tricks
https://youtu.be/MOd2XS31mLM?si=KQ6LHKuiwftnfAkx

Transportation problem by Vogel's approximation by MODI methods:
https://youtu.be/ijKxhCFmsng?si=zMfr63znVZUPL3w1

Operation research (Queueing theory problem)
Single server infinite capacity problem
https://youtu.be/x2OcjPq8V_A
Topics included:
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How do solve the Transportation problems with different methods | North west corner rule | Matrix minima method |Least cost method| Vogel's approximation method| MODI method| Degeneracy type problem apply with MODI method| How do solve Queueing theory problems? | Solving Queueing theory problem | Model-I Queueing theory problem solving | Solving Purchase cinema ticket problem | How do solve T V repairman problem | Characteristic of single server infinite capacity queueing model | Characteristic of multi server infinite capacity queueing model | Solving one man barbershop problem in multi server infinite capacity model | solving one man barbershop problem in single server infinite capacity | solving Patients arrival problem in model-III | Solving patients arrival problem in multi server infinite capacity model | Queueing theory | Single server infinite capacity | Multi server infinite capacity | Average number of customer in system | Average number of customer in the queue | Potential customers turned away | Average waiting time in the system | Average waiting time in the queue | System busy | system idle | the customer without waiting for the service | More than N customer waiting for the service
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#gurujimaths
#O.R.Queueingtheory#logicandproofs#Aptitude_ Ratioandproportion#tenthmaths

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Queueing Theory All Models:

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