Question 2 (by hand) please

2. Use some Heuristic Technique (Northwest Corner, Minimum Cell Cost, or Vogel Approximation Method) to generate an Initial Feasible Corner Point. (a) Identify open cell with Minimum cost (Break ties arbitrarily) and place the greatest possible number of units into that cell without violating the row and column limits. (b) Check off the rest of the row or column that has no more capacity left. (If both the row and column are used up simultaneously, a used Zero-cell must be added to the unchecked row or column.) (c) Repeat the process until there are (m+n-1) used cells and all row and column limits are met. (This produces an initial comer point for the region of feasible solutions.) 3. (STEPPING STONE ALGORITHM) For each unused cell, calculate A = the net change in cost if a single unit is placed into that unused cell. (NOTE: There is a unique closed path from and back to any unused cell that leap-frogs on only used cells and which alternatively employs horizontal and vertical leaps.) MacBook Pro OP command 2. Use some Heuristic Technique (Northwest Corner, Minimum Cell Cost, or Vogel Approximation Method) to generate an Initial Feasible Corner Point. (a) Identify open cell with Minimum cost (Break ties arbitrarily) and place the greatest possible number of units into that cell without violating the row and column limits. (b) Check off the rest of the row or column that has no more capacity left. (If both the row and column are used up simultaneously, a used Zero-cell must be added to the unchecked row or column.) (c) Repeat the process until there are (m+n-1) used cells and all row and column limits are met. (This produces an initial comer point for the region of feasible solutions.) 3. (STEPPING STONE ALGORITHM) For each unused cell, calculate A = the net change in cost if a single unit is placed into that unused cell. (NOTE: There is a unique closed path from and back to any unused cell that leap-frogs on only used cells and which alternatively employs horizontal and vertical leaps.) MacBook Pro OP command