# Question

Most of the description of the fundamental insight presented in Sec. 5.3 assumes that the problem is in our standard form. Now consider each of the following other forms, where the additional adjustments in the initialization step are those presented in Sec. 4.6, including the use of artificial variables and the Big Mmethod where appropriate. Describe the resulting adjustments in the fundamental insight.

(a) Equality constraints

(b) Functional constraints in ≥ form

(c) Negative right-hand sides

(d) Variables allowed to be negative (with no lower bound)

(a) Equality constraints

(b) Functional constraints in ≥ form

(c) Negative right-hand sides

(d) Variables allowed to be negative (with no lower bound)

## Answer to relevant Questions

Reconsider the model in Prob. 4.6-5. Use artificial variables and the Big M method to construct the complete first simplex tableau for the simplex method, and then identify the columns that will contain S* for applying the ...Work through the revised simplex method step by step to solve the model given in Prob. 4.7-5. Consider the original form (before augmenting) of a linear programming problem with n decision variables (each with a nonnegativity constraint) and m functional constraints. Label each of the following statements as true or ...Consider the following problem. Maximize Z = 6x1 + 8x2, Subject to and x1 ≥ 0, x2 ≥ 0. (a) Construct the dual problem for this primal problem. Consider the model given in Prob. 3.1-5. (a) Construct the dual problem for this model.Post your question

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