Indian Mathematical Models for Transportation
This quiz is designed to test your knowledge of Indian Mathematical Models for Transportation. These models are used to optimize the movement of people and goods, and they have been developed by Indian mathematicians over the years.
Questions
Which Indian mathematician is known for his work on the transportation problem?
- V. K. Murthy
- S. S. Rao
- K. G. Ramakrishnan
- P. K. Gupta
What is the objective of the transportation problem?
- To minimize the total cost of transportation
- To maximize the total profit from transportation
- To minimize the total time of transportation
- To maximize the total distance of transportation
Which of the following is a constraint in the transportation problem?
- The total supply of goods must be equal to the total demand for goods
- The cost of transportation between each source and destination must be the same
- The quantity of goods transported between each source and destination must be non-negative
- The total distance of transportation must be less than a certain value
Which of the following is a method for solving the transportation problem?
- The simplex method
- The Vogel's approximation method
- The north-west corner method
- The least cost method
What is the Vogel's approximation method?
- A method for finding an initial feasible solution to the transportation problem
- A method for finding the optimal solution to the transportation problem
- A method for minimizing the total cost of transportation
- A method for maximizing the total profit from transportation
What is the north-west corner method?
- A method for finding an initial feasible solution to the transportation problem
- A method for finding the optimal solution to the transportation problem
- A method for minimizing the total cost of transportation
- A method for maximizing the total profit from transportation
What is the least cost method?
- A method for finding an initial feasible solution to the transportation problem
- A method for finding the optimal solution to the transportation problem
- A method for minimizing the total cost of transportation
- A method for maximizing the total profit from transportation
Which of the following is an application of the transportation problem?
- Scheduling of vehicles
- Routing of goods
- Assignment of jobs to machines
- All of the above
Who developed the concept of VRP?
- George Dantzig
- J. B. Rosen
- P. K. Gupta
- S. S. Rao
What is the objective of VRP?
- To minimize the total cost of transportation
- To minimize the total time of transportation
- To minimize the total distance of transportation
- To maximize the total profit from transportation
Which of the following is a constraint in VRP?
- The total supply of goods must be equal to the total demand for goods
- The cost of transportation between each source and destination must be the same
- The quantity of goods transported between each source and destination must be non-negative
- The total distance of transportation must be less than a certain value
Which of the following is a method for solving VRP?
- The simplex method
- The Vogel's approximation method
- The north-west corner method
- The least cost method
What is the Vogel's approximation method for VRP?
- A method for finding an initial feasible solution to VRP
- A method for finding the optimal solution to VRP
- A method for minimizing the total cost of transportation
- A method for maximizing the total profit from transportation
What is the north-west corner method for VRP?
- A method for finding an initial feasible solution to VRP
- A method for finding the optimal solution to VRP
- A method for minimizing the total cost of transportation
- A method for maximizing the total profit from transportation
What is the least cost method for VRP?
- A method for finding an initial feasible solution to VRP
- A method for finding the optimal solution to VRP
- A method for minimizing the total cost of transportation
- A method for maximizing the total profit from transportation