Question: subject: Business Analytics modeling please do it on your own do not copy and paste answer from other similar chegg questions Consider the following LP

subject: Business Analytics modeling

please do it on your own

do not copy and paste answer from other similar chegg questions

Consider the following LP problem: MAX: 4X, + 2X2 Subject to: 2x, + 4X, = 20 3X, + 5X, = 15 X1, X2 = 0 a. Use slack variables to rewrite this problem so that all its constraints are equal-to constraints. b. Identify the different sets of basic variables that might be used to obtain a solution to the problem. c. Of the possible sets of basic variables, which lead to feasiblesolutions and what are the values for all the variables at each of these solutions? d. Graph the feasible region for this problem and indicate which basic feasible solution corresponds to each of the extreme points of the feasible region. e. What is the value of the objective function at each of the basic feasible solutions? f. What is the optimal solution to the problem? g. Which constraints are binding at the optimal solution

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