The Figure above shows the graphical solution for a linear programming with objective function Min. Z= 10X + 5Y Which special case can be founded in the graph redundancy unbounded no special case alternate optimal

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7

45
40
35
30
25
20
15
10
5
C
АО
F
D
K
(IV)
c1
(1)
5
10
O no special case
alternate optimal
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(11)
E
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N
25
c3
(III)
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35
The Figure above shows the graphical solution for a linear programming with objective function Min. Z= 10X + 5Y
Which special case can be founded in the graph
redundancy
unbounded
Transcribed Image Text:45 40 35 30 25 20 15 10 5 C АО F D K (IV) c1 (1) 5 10 O no special case alternate optimal B (11) E 15 (v) 20 N 25 c3 (III) 30 35 The Figure above shows the graphical solution for a linear programming with objective function Min. Z= 10X + 5Y Which special case can be founded in the graph redundancy unbounded
Expert Solution
Step 1: Graphical method

The graphical method is used to solve linear programming problems visually. Using the graphs, the feasible areas can be formed to find the optimal solution. A graphical method can be used for LP having two variables. 

As per the given information, the objective function is Min Z = 10X+5Y

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