Answer:
2. holding cost is $2
3. EOQ = 500 units
4. Average inventory = 250units
5. total annual hoding cost = $500
6. number of orders is 4
7. total annual inventory = $1000
8. reorder point = 48
9. $2125
Step-by-step explanation:
2. holding cost = 20% * $10
the holding cost is 20 percent of the purchase price for each unit
= 0.2*10
= $2.00
3. the EOQ
= 2*2000*$125/$2
= 250000

= 500 units
4.average inventory = EOQ/2
= 500/2 = 250 units
5. total annual hoding cost = average inventory * holding cost
= 250*2
= $500
6. number of orders= 2000 units/EOQ
= 2000/500
= 4 0rders
7. total annual inventory cost = ordering cost annual + holding cost annual
ordering annual cost = 2000/500*125
= 500
total annual inventory cost = 500 + 500 = $1000
8. reorder point
wwe first calculate the daily demand; = 2000/250 = 8
ROP = 8*6 = 48
9. annual ordring = 2000/2000 * 125
= $125
annual holding = 2000/2 * holding cost of $2
= $2000
total annual inventory = 125 + 2000
= $2125