Jordin$$ Henry's machine shop uses $2,520$ brackets during the course of a year. These brackets are purchased from a supplier $90$ miles away. The following information is known about the$$ brackets:

Annual demand

$2,520$

Holding cost per bracket per year

$$1\mathrm{.}50$

Order cost per order

$$19\mathrm{.}25$

Lead time

$2$ days

Working days per year

$25$ A$)$ What is the EOQ? $=(\_\_\_\_\_\_)$ Units Rounded to two decimsl points Q$=\sqrt[\phantom{2}]{2D\frac{S}{H}}$ B$)$

What is the average inventory if the EOQ is$$ used? $=(\_\_\_\_\_\_)$Units Rounded to two decimsl points Average Inventory$=$ Q$/2$

C$)$What would be the annual inventory holding$$ cost$?(\_\_\_\_\_\_)$$ Rounded to two Annual Holding Cost$=$ Average inventory$\backslash$times Holding Cost per Unit per Year$$ D$)$ Given the$$ EOQ, how many orders would be made each$$ year? Orders per year$=$ Annual demand$/$Q $=(\_\_\_\_\_)$ orders $($round your response to two decimal$$ places$).$

E$)$ What would be the annual order$$ cost$?$ Annual Ordering cost$=$ Orders per Year$\backslash$times Per Order Cost$=(\_\_\_\_\_\_\_)$ $$($round your response to two decimal$$ places$).$ F$)$Given the$$ EOQ, what is the total annual cost of managing$($ordering and$$ holding$)$ the$$ inventory? Total annual cost$=$ Holding cost$+$ Ordering cost$+$ Cost of goods$=(\_\_\_\_)$$ enter your response here $($round your response to two decimal$$ places$).$