Based on what we read from textbook chapter $12$ and discussed in class concerning economic order quantity $($EOQ$),$ assume a constant or predictable demand for Hospital BCD$\text{'}$s stock of Lysol for disinfecting medical devices, electronics, and equipment.$$ Hence:

$$

$$EOQ$=2$DO$/($IP $+2$H$)$

Where:$$ Price $($P$)=$ $$5\mathrm{.}00/$bottle

Aggregate demand $($D$)=10,000/$year

Ordering costs $($O$)=$ $$4\mathrm{.}00/$reorder

Interest rate $($I$)=0\mathrm{.}06$ risk$-$free rate

Holding cost $($H$)=$ $$0\mathrm{.}10/$bottle

Lead time $($lead t$)=5$ days

$$

As Hospital BCD$\text{'}$s finance manager, what did you compute as the EOQ for ordering Lysol?

Group of answer choices

$510$ units$/$bottles

$400$ units$/$bottles

$375$ units$/$bottles

$300$ units$/$bottles

$220$ units$/$bottles

$90$ units$/$bottles

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