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Part $1$

A product has a demand of

$46$ comma $00046,000$

units per year. Ordering cost is$$ $$50$ per$$ order, and holding cost is

$ $10$$$10$

per unit per year. The EOQ model is appropriate. The$$ cost$-$minimizing solution for this product will cost$\_\_\_\_\_\_\_\_$ per year in total annual inventory$($holding and$$ setup$)$ costs. $($Do not round intermediate calculations. Round answer to the nearest whole$$ number.$)$

Part $2$

A$.$$ $6$ comma $782$

$ $6$ comma $782$$$6,782$

B$.$$ $678$

$ $678$$$678$

C$.$$ $3$ comma $391$

$ $3$ comma $391$$$3,391$

D$.$

$$Zero; this is a class C item.

E$.$

Cannot be determined because the unit price is not known.