Construct a linear programming model with an objective function, decision variables, and constraints. Set it up on Excel Solver with values and run it$.$ Do the results make sense? Tell me why.You run two manufacturing lines for a car company that makes four different models. This is a mix of cars and light trucks. You want to maximize revenue while satisfying demand. The facility has a max limit on annual production with each vehicle having a cost and selling price. In addition to production, the company must comply with fuel consumption standards under various energy policies and national laws. $($E$.$g$.,$ the average MPG of your production must be at or below $40$ MPG $-$ the $2026$ standard. Assume that each car model mileage is the same.$)$Here is your data to use:Corolla$24,00015,0009,00060,00021,00037,000$Avalon$302$ vsTundra$50\mathrm{.}00025\mathrm{.}00025\mathrm{.}00035/3$ hrs $41\mathrm{.}2\mathrm{.}5$ hrsRAVE$35,00020,00015,000$total production time line$2500$total production time line $22300$The four models $-$ two cars lower end, two cars higher end Each model has a cost and selling price, annual demand, mpg$,$ production timeAssume that the two lines have specific operational hours$/$yearWhat is your set up$?$ Show your ExcelWhat is your result? $$$/$qty of each vehicle manufactured. Show your Solver reportDo you have any slack or surplus?