$(2)$ A manufacturing company preparing to build a new plant is considering three potential locations for it$.$ The fixed and variable costs for the three alternative locations are presented below.

$($a$)$ Complete a numeric locational cost$-$volume analysis.

$($b$)$ Indicate over what range each of the alternative's A$,$ B$,$ C is the low$-$cost choice.

$($c$)$ Draw the solution graphically

$($d$)$ Is any alternative never preferred? Explain.

$\backslash$table$[[$Cost$,$A$,$B$,$C$],[$Fixed $($$$),230,000,200,000,240,000],[$Variable $($$ per unit$),26,30,25]$

pls i just want the solution for the graph explained.