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Chod Co. uses an EOQ model to determine its purchase quantities for the year. The following information is available: annual

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Answer #1

Total Annual Cost of the Inventory Policy:-

Total Ordering Cost + Total Carrying cost

EOQ = √[(2*Annual Demand*Per Order cost)/Carrying cost per unit]

= √[(2*25000*$50)/$10]

=√[(2500000/10]

=√250000 = 500 units

No of Orders = 25000 units/500 units = 50 units

Total Ordering cost = No of orders * Order cost

    = 50 units * $50 = $2500

Total Carrying cost = Average Inventory * Carrying cost

Average Inventory = EOQ/2

   = 500 units/2 = 250 units

Total carrying cost = 250 units * $10 = $2500

Total Annual Cost of the Inventory Policy = Total Ordering Cost + Total Carrying cost

= $2500 + $2500 = $5000

Option C is correct

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