In: Finance
Find the EOQ, the total annual cost associated with the economic order quantity, the reorder point, number of orders per year and the time between orders.
Annual Demand |
15,600 units |
Weeks Operating |
52 weeks/year |
Set up Cost |
$60/order |
Holding rate |
20% |
Unit cost |
$80 /unit |
Lead-Time |
5 weeks |
ffcc cnANS. 1. Economic order quantity= Square root[(2*Annual demand* cost per unit)/ Carrying cost]
= Square root[(2* 15,600*80)/ 100*20%)]
= Square root 124,800
= 353.27 units
2. Total annnual cost= Purchase cost+ order cost+ holding cost
= 80+60+20
= 160
3. Reorder point= daily demand* lead time + safety stock
Daily demand= 15600/364= 42.85
=42.85*35= 1500
4. Time between orders = no. of working days per year/number of orders
= 364/60= 6 days
5. No. of orders per year = Annual demand/EOQ
= 15600/353.27
= 44.15