The inventory management costs for a certain product with a price of $$36$ per unit and an annual demand of $60000$ units are:

Ordering cost per order, $$240$;

Holding cost per unit per year, $$1\mathrm{.}8.$

orders and inventory $($Do not round the computed optimal order quantity when when computing these costs$).$

The total ordering and holding cost for an order quantity of $60000$ is

The total ordering and holding cost for an order quantity of $30000$ is $|$

$.$ Report as a whole number by rounding

The total ordering and holding cost for an order quantity of $15000$ is $|$

$.$ Report as a whole number by rounding

The optimal order quantity is

$.$ Report as a whole number by rounding

The optimal ordering cost is

$.$ Report as a whole number by rounding

The optimal total cost of ordering and holding is

$.$ Report as a whole number by rounding