Using the EOQ model:

$1.$ A company has an annual demand of $75,000$ and the cost to order supplies is $$300$ with the cost to carry inventory in storage facilities is $18\%$ of annual demand and cost the company $$34$ per unit. $($No order size increment required$)$

$$ How much should be ordered?

$2.$ It costs a company $$25$ per item unit to supply each customer with their goods. If this company's annual demand for finished goods is $10,000$ units per year, ordering cost is $$100,$ and it costs the company to carry inventory at a $15\%$ rate: $($No order size increment required$)$

a$.$ How much should be ordered?