$22.$ Assume they sell exactly $150$ units per week. Based on the appropriate weekly order size, how many extra units will they have left at the end of the $2$ week period? $23.$ Based on the weekly ordering scenario, over a $52$ week year, how much extra inventory will this store have accumulated? $($Take your answer to #$22,$ divide by $2,$ and then multiply by $52)24.$ Realistically, which of the following options is more attractive? An attractive option is one where the order size is close or equal to the EOQ, abides by the distributor's ordering rules and minimizes the amount of unnecessary inventory. A Order $200$ units every week B$.$ Order $300$ units every $2$ weeks C$.$ Order $361$ units every $2\mathrm{.}41$ weeks D$.$ Order $500$ units every $3$ weeks