Production cost $=$ $$\frac{75}{u}$nit,

Inventory holding cost $=$$$\frac{5}{u}ni\frac{t}{m}$onth,

Hiring cost $=$ Firing cost $=$$$2,\frac{000}{w}$orker,

Initial workforce $=0,$

Productivity $=1,000$ unit$\frac{s}{w}$orke$\frac{r}{m}$onth.

Present your solution $(plan)in$ a table with the following information: Month, Estimated Demand,

Monthly Production, Ending Inventory $(cumulative$ inventory $at$ the end $of$ each month$),$ Number $of$

Workers Needed, Number $of$ Hires, and Number $of$ Fires. Calculate the total cost $of$ this plan.