Question: Consider the following linear programming problem: Max P : 15 X 1 + 21 X 2 S.t. 4 X 1 + 3X 2 < 920

Consider the following linear programming problem:

Max P : 15 X1 + 21 X2

S.t.

4 X1 + 3X 2 < 920

8 X1 + 12 X2 < 2400

X1 > 100

X2 > 100

X1 > 0, X2 > 0

a. Graph the above LP problem. Make sure to use Excel.

b. Identify the feasible solution space.

c. Identify candidate solution points. (DO NOT SOLVE)

Rubric:

Please draw graph on Excel, using appropriate scale. Do not hand write the graph. Your graph must be correct. All the constraint drawn must be correct. If you draw even one constraint incorrectly, then the graph is wrong. In the graph, you have to identify the equation representing each line.

The feasible solution space must be identified.

You have to identify the candidate solution points in the graph. DO NOT SOLVE

Finally please type all of this up and use excel for the graph. I've been having problems reading people's handwritings in their explanations of my problems and it led to me having to use two or more of my Chegg questions just to figure out one question.

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