please help me write a lingo code similar to this one that helps with solving the problem listed below (the code output must have the objective function equal to $27751

Model: Sets: Plant : Fcost,CAP,OPEN; CUSTOMER : DEM; ARCS(PLANT, CUSTOMER): COST, VOL; ENDSETS DATA: PLANT= London Newyork Paris; FCOST= 50, 70, 34; CAP= 40, 35, 41; CUSTOMER= C1 C2 C3 C4; DEM= 17, 17, 24, 15; COST= 4, 3, 6, 5, 4. 9, 6, 3, 5, 8, 1, 5; NPOPEN= 2; !max plants allowed open; ENDDATA !min sum of fixed+Shipping cost; [TTL_COST] MIN= FCTOT+SCTOT; SCTOT= @SUM (ARCS(I, J) : COST(I, J) *VOL(I, J)); FCTOT= @SUM(PLANT(I) : FCOST(I) * OPEN(I)); !Satisfy demand at cust J; @FOR(CUSTOMER(J) :[DEMAND] @SUM( PLANT(I): VOL(I, J))>= DEM(J) ); !can't ship more than installed cap; @FOR( PLANT(I) : [SUPPLY] @SUM (CUSTOMER(J) :VOL(I, J)) Solve the CPL case study of f TelecomOne and HighOptic (TelecomOptic) using LINGO. The book used Excel solver to solve the case study as shown below. Your homework is to solve this problem using LINGO optimization software. Can you find a better solution? Note: - I found a better solution using LINGO with Min Total cost =$27751. This information is encourage you ! - This is a real-life application problem for CPL, take it seriously and show your engineering skills in the homework. - You must show the value of Objective function \& Decision variables organized in one Table once you obtain the answer from LINGO. - PDF file with results along with your LINGO Code should be submitted to Bb. FIGURE 5-11 Solver Dialog Box for TelecomOptic FIGUKE 5-12 Uptmal Network Desgn tor Ielecomuptic