Question: Problem 4 . A linear programning model was used to minim ze costs, Use the information from the Answer and Sensithiy Reponts ( below )

Problem 4. A linear programning model was used to minim ze costs, Use the information from the Answer and Sensithiy Reponts (below) to answer Problem 4 patsa-e.
MNMx1+5x2+6x1
six1+x2+x325
3x1+4x2+2x3280
2x1+4x2+4x3320
\table[[celli,N=,Brems wos,],[ses10,Objestwehendism Mix ki,1900,940,00]]
\table[[celll,,Name,\table[[Fins],[Malue]],\table[[Redured],[Cast]],\table[[objective],[confilligent]],\table[[Allowable],[Inerpese]],\table[[Aloweble],[Decrease]]],[ses7,xd,,0,15,4,1E+30,1.5],[5057,xq,,80,(a),5,1,5],[SEST,83,,9,1,5,16,30,I]]
\table[[Coll,Name,\table[[Final],[Yalue]],\table[[Shadow],[Prlow]],\table[[Constrint],[R.M. SUS]],\table[[Alowsble],[Ingerese]],\table[[Alowible],[becosese]]],[Sr519,hoseures 1 Used,60,0,16,1520,4.],[SF514,Rnsauren 2 usind,390,D,280,48,],[$F515,Resqurce 3 Used,320,125,320,20,10]]
Sensitivity Report:
mage g04 Datailable 1.png
Image 004 DataTable 2png
Image go4 DataTiable 3.png
Question 15
4 pts
Problem 4a. What is the optimal solution, including the value of the objective function at the optimal solution?
x1
x-
x3=
Objective Function -
 Problem 4. A linear programning model was used to minim ze

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