Suppose a Linear Programming (Maximization)problem Has Been Solved and the Optimal

question 121

Essay

Suppose a linear programming (maximization)problem has been solved and the optimal value of the objective function is $300.Suppose a constraint is removed from this problem.Explain how this might affect each of the following:
(a)the feasible region.
(b)the optimal value of the objective function.

---

Definitions:

Matrix Structure

An organizational structure that combines two or more types of organizational structures, typically functional and divisional, to gain the benefits of both.

Supplier Group

A collection of businesses or individuals that provide goods or services to a particular sector, organization, or manufacturing process.

Union Group

A collective of workers formed to negotiate with employers for better terms of employment, such as wages and working conditions.

Divisional Structure

A type of organizational structure that groups together those employees who are responsible for a specific product type or market service according to workflow.