Question: I just needed to know how to do part B and part C of the problem Consider a linear programming problem that seeks to minimize

I just needed to know how to do part B and part C of the problem

Consider a linear programming problem that seeks to minimize the objective function f(21,22) = 4x + 3x2, subject to the constraints 21 +2222, 3x1 + x2 > 3, 521 +3.2 > 6, 20.x2 > 0. a) Convert the LP problem into its standard form. b) Draw the feasible space for this LP problem, and identify the basic feasible solutions. c) Determine which basic feasible solution corresponds to the optimal solution to the LP problem using the simplex tableau and hand calculations. d) (EXTRA CREDIT) Use an optimization function, such as "linprog" in Scipy, to verify your optimal solution

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