In $2018,$ Coca$-$Cola reported inventory of $$2\mathrm{.}5$ billion and cost of goods sold of $$37\mathrm{.}5$ billion. Coca$-$Cola has an annual holding cost percentage of $30\%.$ What is the annual inventory turns for Coca Cola? $[2]$

A wholesaler sells generators for $$675.$ The cost of a generator is $$570$ and the wholesaler turns its inventory $4\mathrm{.}8$ times per year. If the wholesaler's annual holding cost percentage is $40\%.$ What is the holding cost for each generator? $[2]$

C&A sells two kinds of sandwiches: regular and deluxe. Each regular sandwich costs $$1$ to make and each deluxe sandwich costs $$2$ to make. On average, C&A has $12$ regular and $18$ deluxe sandwiches in inventory and $0\mathrm{.}5$ days$-$of$-$supply. What is C&A$\text{'}$s average daily cost of goods sold? $[2]$

C&A sells $2,000$ dozen eggs each day. If C&A$\text{'}$s days$-$of$-$supply decreases from $6$ days to $3$ days, what will happen to its average inventory? $[2]$

C&A$\text{'}$s annual holding cost percentage is $25\%.$ It has $91\mathrm{.}25$ days of supply for each item in inventory. How much does it cosit $C$&$A$ to hold an item that sells for $$500$ with a purchase cost of $$260?[2]$

A wholesaler carries $6,000$ different items in their store. In a normal week, demand occurs for $5,400$ of these items. Of those $5,400$ items, $200$ are not available for the entire week and another $240$ items are available for only part of the week. What is the wholesaler's in$-$stock probability during a normal week? $[2]$