A233 parts
Weekly demand=32,LT=1 week,Price=$18/unit,Ordering cost=$16/unit
Demand per year=32x52=1664
*D=demand,Q=quantity,Oc=Ordering cost,P=Price.
EOQ=>Ordering cost= Carrying cost=>(D/Q) x Oc=(Q/2) x P x 23%=>1664/Qx16=(Q/2) x 18 x 23%=>114
A) When Q=EOQ=114,
Ordering cost=1664/114x16=$233.54
Carrying cost=(114/2) x18 x23%=$235.98
Therefore total cost= Ordering cost + Carrying cost=234+236=$469.52
B) When Q= 64,
Ordering cost = 1664/64x16=$416
Carrying cost = (64/2) x 18 x 23%=$132.48
Therefore Total cost= Ordering Cost+ Carrying cost = 416+132.48=$548.48
C) When taking price break,Q= 200,P*= 18-2= $16
Ordering cost= 1664/200 x 16= $133.12
Carrying Cost= (200/2) x 16 x23%=$368
Therefore …show more content…
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According to Ellen the Chief Engineer, he understands that Carls computer strives for their new designs and features and by meeting this benchmark of theirs, his job is safe and sound as that is his main KPI. He has tried to convince the inventory department then there will be a new design upcoming in next few weeks so therefore push out the existing stock of the current design. I will say this is not what his should do. He should- * Call the Sales head and inform him that a new design is coming so therefore introduce an offer or sale to help the inventory roll out current stock * He should sit down with the inventor Head and inform him on how long he needs to clear the current stock before he releases his new product. * He should talk to the