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In Column Minima Method, starting with the first column, we allocate as much as possible in the lowest cost cell of column. The reason is given in Column Minima Method Assignment Help i.e. either the demand of the first allocated centre is satisfied or the capacity of the second allocated centre is exhausted or even both. Crossing off of the first column and moving on to the next one to the right is possible only if the demand of first distribution centre is satisfied. In case there is a complete satisfaction of the demand of first distribution centre and also the capacity of ith plant, then a zero allotment is made in the second lowest cost cell of the first column. Here, crossing off the column as well as the ith row is made and we move to the second column. Crossing off of the ith row and reconsidering the first column with remaining demand is done when the supply of the ith plant is satisfied. The process is continued till all the conditions of the resulting reduced transportation table are satisfied. It is different from all the other similar type of methods in some or the other way. Here for the allocation part, we need to move row wise that is row to row and not column wise that is column to column. This is given in Column Minima Method Assignment Help.
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The steps to determine the Column Minima Method are given below
The various steps for the Column Minima Method are explained via Column Minima Method Assignment Help.
1. The given transportation problem is drawn into a tabular form, if is not given in tabular form.
2. The cell with minimum cost in the first column is chosen. In case the cell is not unique, any cell in the first column can be chosen with the minimum cost.
3. Minimum value is allocated to the cell. Suppose, the minimum value is equal to the initial value, then the availability of the ith origin is completed and the demand of the jth origin becomes the difference between the two values of the minima. In such case the ith row is deleted from the table.
4. In case, the availability of the jth origin is fulfilled and the demand of the ith origin becomes the difference between the two values of the minima, then in such cases, the jth column is deleted from the table. Various other topics related to column minima method can be studied in Column Minima Method Assignment Help.
5. In this way, step 2, 3 and 4 are repeated until the entire table is deleted.
6. Then, the cell with minimum cost in the second column is chosen and the steps are repeated again till the second column is deleted. This process is stopped when all the columns are deleted from the table.
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