Solve the following problems with the two-phase simplex method. For each problem, show your solution to each of the following steps. (a) Transform the original LP into an LP to which phase 1 of the simplex method can be applied. (b) Formulate an artificial LP (ALP) that is solved in phase 1. Use as few artificial variables as possible. (c) Carry out phase 1 on the ALP using the simplex method. (d) Clearly state an optimal solution and the optimal objective value to the ALP. (e) Based on your answer to part (d), draw a conclusion about the feasibility of the original LP. (f) Form the initial tableau for phase 2. (g) Obtain the canonical form corresponding to the current basic solution to the original LP. (h) Carry out phase 2 of the simplex method on the original LP. (i) Clearly state an optimal solution and the optimal objective value to the original LP.

Q: QUESTION 10 Provide an appropriate response. Write the basic solution for the following simplex…

A: Since all the Cj-Zj are positive numbers so the given simplex tableau is final tableau. To determine…

Q: For the following simplex tableau (a) Compute the next pivot element. (b) Determine the next tableau…

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Q: Please can you help with this question, I submitted it before however the answer was incomplete,…

A: Dear student, below is the answer to your linear programming question using the 2-phase simplex…

Q: Consider the following tableau: S1 S2 S3 C 7 3 1 -8 T1 1 -8 1 1 -7 1 9. -3 1 ||

A: Note:- In given problem it is not mentioned that the problem is for maximum or minimum. Here, i'll…

Q: 2) Min Z = 5x1 +6x2 X1+ 9x2<60 2x1+3x2 <45 5x,+ 2x2220 Sub. to X1, X2 20

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Q: (d) What is the optimal solution of the original problem that you have obtained? What is the optimal…

A: (a) Optimal Solution:Let's start by solving the equality constraint : Now, substitute this value of…

Q: Solve the following system of nonlinear equation using Newton's Method. (you can use MS Excel) f₁(x)…

A: As per the question we are given a system of seven nonlinear equations in variables x1, x2,...,,…

Q: Exercises 4.2 13. x²y" - xy + 2y = 0; y₁ = x sin(lnx] Answer: y₂ = x cos(in x)

A: Solution 13: Given differential equation is x2y''-xy'+2y=0        (1) one solution is y1=xsin(ln x)…

Q: Help me solve

A: Detailed explanation:

Q: or the following simplex tableau (a) Compute the next pivot element. (b) Determine the next tableau.…

A: We have to find the pivot element and particular solution.

Q: (b) Max Z = 5x + 2y s.t 3x + 2y < 12 x + 2y < 6 -x + y< 1 х, у 2 0. (i) using the simplex method to…

A: We need to solve the given linear programing problem (LPP) using the simplex method. given problem…

Q: (b) Маx Z %3D 3х + 6у s.t 3x + 2y < 12 x + 2y 5 6 -x +ys1 х,у 2 0. (i) using the simplex method to…

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Q: Exercise (1-3): By Charpit method solve the following PDE Question Answer (1) p²x+q²y=z z =…

A: We have to solve the given problem.

Q: We have an initial simplex tableau given by X2 L3 Yı Y2 Z| C 3 1 1 1 4 1 1 1 8 -1 -2 -1 0 1 Suppose…

A: From the initial simplex Tableau, we see that the an objective-function value (Z) is 1, in the third…

Q: : Use gaus-Jourdan Method to Solve The systems 2X₁ - 3 X₂ - X3 X₁ X₂ + X3 3X₁ +2X₂ - 2 = 4 + X3 = 11

A: Given system isWe have to use Gauss Jordan method to solve the given system.We know thatIn Gauss…

Q: Problem 3. Consider the following LP. max X1,X2,X3,X4 3x1 + x2 s.t. 2x1 + x2 + X3 = 6 -X1 + x2 + x4…

A: Since first question is very lengthy, so we will solve first question only. If you want other…