**** NEED HELP WITH 3 PLEASE****

2. Consider the following LP. A. Put the problem in standard form using slack, excess, and artificial variables. B. Identify the initial BV and NBV variables, along their values. C. Modify the objective function using M as a large positive number D. Use the Big M method to find the optimal solution. Min z = 4x,+ X2 sit. *2x 34 4%, +34 36 34, +.X2=3 xi, x220 2 3. For the LP of question 2 above, where you have already put the problem in standard form, A. Set up the associated LP of Phase I. B. The optimal solution to Phase I is given in the table below. Identify the optimal solution w* along with the optimal BV. C. Set up Pase II and solve the LP. W x X2 s ez 1 0 0 0 O 1 0 0 1 0 1 1 0 V5 0-315 3/5 az A3 RHS - 315 315 3/5 -4/56/5 1 1 1/5 3/5 0