Identify if the given linear programming problem is a standard maximization problem.  If it is a standard maximization problem, then express the constraints as slack variable equations, write the objective function in standard form, and set up the initial simplex tableau.  If it is not a standard maximization problem, then explain all the reasons why it is not and type NA (or Not Applicable) in the remaining boxes. Maximize: P= 3x+7y subject to: 2x-6y≤9 x+5y≤-14 Standard Max Answer Here, Yes or No with reasons (Keyboard only):      Slack Variable Equations Here: (enter NA if it is not a standard maximization problem)     Objective Function in Standard Form Here: (enter NA if it is not a standard maximization problem)     Initial Simplex Tableau Here: (enter NA if it is not a standard maximization problem)

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Identify if the given linear programming problem is a standard maximization problem.  If it is a standard maximization problem, then express the constraints as slack variable equations, write the objective function in standard form, and set up the initial simplex tableau.  If it is not a standard maximization problem, then explain all the reasons why it is not and type NA (or Not Applicable) in the remaining boxes.

Maximize: P= 3x+7y

subject to: 2x-6y≤9

x+5y≤-14

Standard Max Answer Here, Yes or No with reasons (Keyboard only): 

 

 

Slack Variable Equations Here: (enter NA if it is not a standard maximization problem)

 

 

Objective Function in Standard Form Here: (enter NA if it is not a standard maximization problem)

 

 

Initial Simplex Tableau Here: (enter NA if it is not a standard maximization problem)

 
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