the best solution that meets the labor availability and the required number of units of each type. Click the icon to view the material requirements and pricing information. Click here to view some possible best solutions. The best solution requires building $\_$ flat$($s$),$ hanging drop$($s$),$ and prop$($s$)$ at a cost of : and renting flat$($s$),$ hanging drop$($s$),$ and prop$($s$)$ at a cost of $quad The total cost will be $ $($Type integers or decimals. Do not round.$)$ Possible Best Solutions Some possible best solutions to try are listed below. The solution in which all of the flats, hanging drops, and props are built in$-$house The solution in which the theater builds $4$ flats, $2$ hanging drops, and $2$ props The solution in which the theater builds $2$ flats, $2$ hanging drops, and $3$ props The solution in which the theater builds $5$ flats, $2$ hanging drops, and $1$ prop Fill in the missing values from the$$ one$-$way data table to show how the amount varies based on the number of solicitations. The best solution requires building enter your response here $$flat$($s$),$ enter your response here hanging$$ drop$($s$),$ and enter your response here $$prop$($s$)$ at a cost of $$$enter your response here$,$ and renting enter your response here $$flat$($s$),$ enter your response here hanging$$ drop$($s$),$ and enter your response here $$prop$($s$)$ at a cost of $$$enter your response here. The total cost will be $$$enter your response here.