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$$Q=\sqrt{\frac{2 K D}{F}}$$$\newline$For companies that monitor the inventory of a product, the equation gives $Q$, the quantity to order of the product as a function of $K$, the ordering cost, $D$, the annual demand for the product and $F$, the average holding cost of the product. Which of the following equations correctly gives the annual demand for the product in terms of the quantity to order, the ordering cost, the annual demand, and the average holding cost for the product?$\newline$Choose $1$ answer:$\newline$(A) $D=\sqrt{\frac{2 F Q}{K}}$$\newline$(B) $D=\sqrt{\frac{F Q}{2 K}}$$\newline$(C) $D=\frac{2 F Q^{2}}{K}$