An organisation basically produces its commodity running shifts - regular and overtime working, in order to meet customers' demand. Below are the production capacities and demands for four years: Regula Shift Overtime Demand Year 1 150 75 Year 2 225 122.5 300 Year 3 210 105 450 Year 4 240 120 120 300 The cost of production of each unit is $150 if done in regular working or $225 if done in overtime. Units produced can be stored at a cost of $45 per unit per year. Using the transportation algorithm, determine how much to produce in each shift in order to meet demand and minimize costs. An organisation basically produces its commodity running shifts - regular and overtime working, in order to meet customers' demand. Below are the production capacities and demands for four years: Regula Shift Overtime Demand Year 1 150 75 Year 2 225 122.5 300 Year 3 210 105 450 Year 4 240 120 120 300 The cost of production of each unit is $150 if done in regular working or $225 if done in overtime. Units produced can be stored at a cost of $45 per unit per year. Using the transportation algorithm, determine how much to produce in each shift in order to meet demand and minimize costs