Question: Consider a linear programming problem having m equality constraints and n variables and assume that none of the constraints is redundant. What are the number

Consider a linear programming problem having m equality constraints and n variables and assume that
none of the constraints is redundant. What are the number of additions and multiplications that a step of
the revised simplex algorithm executes (i.e., the cost of an iteration of the revised simplex algorithm)?
Consider a linear programming problem having m equality constraints and n

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