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  1. Nov 1, 2023 · Solution: According to the Least Cost Cell method, the least cost among all the cells in the table has to be found which is 1 (i.e. cell (O1, D2)). Now check the supply from the row O1 and demand for column D2 and allocate the smaller value to the cell.

  2. Definition: The Least Cost Method is another method used to obtain the initial feasible solution for the transportation problem. Here, the allocation begins with the cell which has the minimum cost. The lower cost cells are chosen over the higher-cost cell with the objective to have the least cost of transportation.

  3. Step 2: Select the lowest cost from the entire matrix and allocate the minimum of supply or demand. We are using Least Cost Method here, so we will be indentifying the lowest cell value in this entire matrix. Here, in this matrix we have 1 (For cell: Jaipur-Delhi) as the lowest value.

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  4. Sep 11, 2020 · 8.95K subscribers. 1K. 34K views 3 years ago Transportation problems. This video shows the step by step procedure to find the initial basic feasible solution of a transportation problem using...

    • 7 min
    • 36.5K
    • Mamata's Classroom
  5. Oct 25, 2018 · Sandeep Kumar Gour. 89.6K subscribers. 1.4K. 60K views 5 years ago Transportation Problem in operation research. This video explains Lowest (Least) cost entry method or matrix minima...

    • 7 min
    • 60.8K
    • Sandeep Kumar Gour
  6. Solution. Solution provided by AtoZmath.com. Transportation Problem Using 1. North-West corner method 2. Least cost method 3. Vogel's approximation method 4. Row minima method 5. Column minima method 6. Russell's approximation method 7.

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  8. Feb 20, 2024 · Least Cost Entry Method. This method is also known as Matrix Minima Method. Step 1. Select the smallest cost in the cost matrix of the transportation table. Let it be c i j. Allocate x i j = m i n i, j ( a i, b j) in the cell ( i, j). Step 2.