Solve by the Graphical Method and then verify with ExcelSolver. Identify the feasible region, optimal point on the plot, and optimal quantity of A and B$.$Two types of crops can be grown in a particular irrigated area each year. Each unit quantity of crop A can be sold for a price PA and requires WA units of water,LA units of land,FA units of fertilizer,and HA units of labor. Similarly, crop B can be sold at a unit price of PB and requires WB$,$LB$,$FB and HB units of water,land,fertilizer,and labor,respectively,per unit of crop. Assume that the available quantities of water, land, fertilizer, and labor are known, and equal W$,$L$,$F$,$and H$,$respectively.See Table for all

$\backslash$table$[[,$REQUIREMENTS PER UNIT OF:$,],[$Resource$,$CroD $A,$Crov $B,\backslash$table$[[$Maximum Available$],[$Resources$]]],[$Water$,2,3,60],[$Land$,5,2,80],[$Fertilizer$,3,2,60],[$Labor$,1,2,40],[$Unit Price,$30,25,]]$values$.$