make it written please so i can copy and paste

Question: Warehouse London 1) A company has 4 warehouses (WH) and 5 stores (S). The commodity in warehouses and stores can be divided as follows: WH1:50, WH2:60, WH3:50 and WH4:50 whereas S1:30, S2:20, S3:70, S4:30:55:60. Use the given data below and find feasible solution as well as the cost associated with cach by conducting both Vogel Approximation Method (VAM) and North West Corner (NWC). Briefly explain the case. 2) Store 1 2 3 4 5 16 16 13 17 1 2 14 14 19 22 19 23 0 15 27 Warehouses 19 20 4 M 0 M 0 3) An electronic firm produces electric compinents, which it supplies to various electrical manufacturers. Quality control records indicate that different employees produce different numbers of defective items. The average number of defects produced by each employee for each of six compoonents is given in the table below. Determine the optimal assignment that will minimize the total average number of defects produced by the firm per month by conducting Hungarian method. Briefly explain the case. Component D 1 1 30 16 26 30 2 22 20 30 D) Employee 3 18 16 25 2 14 22 E 4 22 18 21 21 30 3 25 TE 14 16 28 0 12 14 10 18 20 Question: Warehouse London 1) A company has 4 warehouses (WH) and 5 stores (S). The commodity in warehouses and stores can be divided as follows: WH1:50, WH2:60, WH3:50 and WH4:50 whereas S1:30, S2:20, S3:70, S4:30:55:60. Use the given data below and find feasible solution as well as the cost associated with cach by conducting both Vogel Approximation Method (VAM) and North West Corner (NWC). Briefly explain the case. 2) Store 1 2 3 4 5 16 16 13 17 1 2 14 14 19 22 19 23 0 15 27 Warehouses 19 20 4 M 0 M 0 3) An electronic firm produces electric compinents, which it supplies to various electrical manufacturers. Quality control records indicate that different employees produce different numbers of defective items. The average number of defects produced by each employee for each of six compoonents is given in the table below. Determine the optimal assignment that will minimize the total average number of defects produced by the firm per month by conducting Hungarian method. Briefly explain the case. Component D 1 1 30 16 26 30 2 22 20 30 D) Employee 3 18 16 25 2 14 22 E 4 22 18 21 21 30 3 25 TE 14 16 28 0 12 14 10 18 20