Transcript wwtbam.ppt: uploaded 28 January 2016 at 11:21 am

Who is considered to be the Father
of Linear Programming?
A. George Dantzig
B. George Foreman
C. Curious George
D. Boris Badenov
Who is considered to be the Father
of Linear Programming?
A. George Dantzig
B. George Foreman
C. Curious George
D. Boris Badenov
Who is considered to be the Father
of Linear Programming?
A. George Dantzig
B. George Foreman
Who is considered to be the Father
of Linear Programming?
A. George Dantzig
Who is considered to be the Father
of Linear Programming?
A. George Dantzig
When the Simplex Algorithm returns
to a basis it has previously visited,
this is called
A. repeating.
B. unboundedness.
C. cycling.
D. rotating.
When the Simplex Algorithm returns
to a basis it has previously visited,
this is called
A. repeating.
B. unboundedness.
C. cycling.
D. rotating.
When the Simplex Algorithm returns
to a basis it has previously visited,
this is called
C. cycling.
D. rotating.
When the Simplex Algorithm returns
to a basis it has previously visited,
this is called
C. cycling.
When the Simplex Algorithm returns
to a basis it has previously visited,
this is called
C. cycling.
Which of the following is not a possible
number of optimal solutions to a linear
programming problem?
A. 0
B. 1
C. 5
D. 
Which of the following is not a possible
number of optimal solutions to a linear
programming problem?
A. 0
B. 1
C. 5
D. 
Which of the following is not a possible
number of optimal solutions to a linear
programming problem?
C. 5
D. 
Which of the following is not a possible
number of optimal solutions to a linear
programming problem?
C. 5
Which of the following is not a possible
number of optimal solutions to a linear
programming problem?
C. 5
Who is not associated with a set of
first-order conditions identified to be
necessary for a solution to be optimal?
A. Kuhn
B. Karush
C. Charnes
D. Tucker
Who is not associated with a set of
first-order conditions identified to be
necessary for a solution to be optimal?
A. Kuhn
B. Karush
C. Charnes
D. Tucker
Who is not associated with a set of
first-order conditions identified to be
necessary for a solution to be optimal?
B. Karush
C. Charnes
Who is not associated with a set of
first-order conditions identified to be
necessary for a solution to be optimal?
C. Charnes
Who is not associated with a set of
first-order conditions identified to be
necessary for a solution to be optimal?
C. Charnes
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