Respuesta :
Answer:
EOQ = 414 rolls
Explanation:
In order to calculate the number of orders to minimize the cost, we should calculate that by using the Economic order quantity model.
DATA
Holding cost = $1.75/unit
Annual demand = 500 rolls x 12 = 6000 rolls
Ordering cost = $25
Formula
EOQ =[tex]\sqrt{\frac{2Cod}{Ch} }[/tex]
Where
Co = ordering cost
D = Annual demand
Ch = Holding cost
Solution
EOQ = [tex]\sqrt{\frac{2(6000)(25)}{1.75} }[/tex]
EOQ = [tex]\sqrt{\frac{300000}{1.75} }[/tex]
EOQ = 414 rolls
They should order 414 rolls to minimize the cost.
Answer:
119 units
Explanation:
The economic order quantity is the minimum amount of inventory that a seller must keep to demand and lower the holding cost. The ordering cost is $25 per order. Holding cost is $1.75 per unit. The total demand is 500 units per month. The economic order quantity that will minimize the cost of the GoT cups is
EOQ = [tex]\sqrt{\frac{2*Demand*ordering cost}{Holding cost} }[/tex]
EOQ is 119 units.
