The same data/problem is used to answer few questions: A company that makes jeans provides the following information about their inventory of blue jeans. Price = $10 Demand = 100 pairs/week Lead time = 4 weeks Order cost = $30/order Holding cost = 20% of the price Number of weeks per year = 52 If due to space considerations, they decide to ignore the EOQ and purchase in quantities of 200, what would their ordering costs be? If due to space considerations, they decide to ignore the EOQ and purchase in quantities of 200, what would their ordering costs be? 750 780 200 360 650 15