Question: Solve the following Linear Programming Problem (LPP) using SimpleX Method. MAX P = 350X1 + 300X2 Subjected to the constraints X1 + X2

  1. Solve the following Linear Programming Problem (LPP) using SimpleX Method. MAX P = 350X1 + 300X2 Subjected to the constraints

    X1 + X2 <= 200; 9X1 + 6X2 <= 1566; 12X1 + 16X2 <= 2880;

    Where X1, X2 >=0;

    1. a) What is the optimal solution?

    2. b) What is the Maximum profit for this model?

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