Respuesta :
Answer:
b. $866
Explanation:
Annual demand from the question = D = $500
the ordering cost = S = $200
then the cost of carrying H = $15
we have to calculate the economic order quantity
= sqr(2*D*S)/H
= sqr(2 x 500 x 200)/25
= sqr(13333.3333)
this equals 115.469
which is approximately 115.5
next we have to calculate inventory ordering cost
= (D * S)/EOQ
= 200 *500/115.5
= 865.5
When approximated becomes $866
The inventory ordering cost using the economic order quantity is: B. $866.
First step is to calculate the Economic order quantity
Economic order quantity =√(2×D×S)/H
Where:
D=Annual demand=$500
S=Ordering cost=$200
H=Holding cost =$15
Let plug in the formula
Economic order quantity =(2 x 500 x 200)/15
Economic order quantity =√200,000/15
Economic order quantity =√13333.3333
Economic order quantity =115.46
Economic order quantity = 115.5 (Approximately)
Second step is to calculate the inventory ordering cost using this formula
Inventory ordering cost= (Annual demand× Ordering cost )/Economic order quantity
Let plug in the formula
Inventory ordering cost= (200×500)/115.5
Inventory ordering cost=100,000/115.5
Inventory ordering cost=$865.8
Inventory ordering cost=$866 (Approximately)
Inconclusion the inventory ordering cost using the economic order quantity is: B. $866.
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