Question: Referring back to Sam's basic EOQ model, namely monthly demand is 2500 units, unit holding cost is $10 per unit per month, and each order

Referring back to Sam's basic EOQ model, namely monthly demand is 2500 units, unit holding cost is $10 per unit per month, and each order costs us $200, assuming 9 month per year and a purchase cost of $10 per unit, and additionally assuming that there are 250 days per year, what is the optimal number of days between orders? Optimal Number of Orders = Optimal number of days between each order 2.12 3.51 0 4.75 O 5.50 O6.22 Number of Days During the Year Optimal Number of Orders
 Referring back to Sam's basic EOQ model, namely monthly demand is

Referring back to Sam's basic EOQ model, namely monthly demand is 2500 units, unit holding cost is $10 per unit per month, and each order costs us $200, assuming 9 month per year and a purchase cost of $10 per unit, and additionally assuming that there are 250 days per year, what is the optimal number of days between orders? Optimal Number of Orders =QD Optimal number of days between each order =OptimalNumberofOrdereNumberofDoysDuringtheYear 212 3.51 4.75 5.50 6.22

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