Answer:
812.41
Explanation:
Demand D = 6600 cases
Ordering cost S = 5
Holding cost H= $40
Economic order quantity = EOQ
Q = [tex]\sqrt{2DS/H}[/tex]
Q = [tex]\sqrt{(2*6600*5)/40}[/tex]
Q = [tex]\sqrt{1650}[/tex]
Q = 40.620192
Q = 40.62 cases
Annual ordering cost = D * S / EDQ
Annual ordering cost = 6600 * 5 / 40.62
Annual ordering cost = 33000 / 40.62
Annual ordering cost = 812.4076809453471
Annual ordering cost = $812.41
So, their annual ordering cost if they order at their EOQ level is 812.41