Linear programming can be defined as the mathematical technique that implements linear equations for finding the best solutions to different problems and it can also be known as the linear optimization. Linear programming can be used in the engineering and scientific fields for solving the problems that can be based on the linear relationships. For example, linear programming can be used for designing, manufacturing, energy and transportation. Linear programming is effective in formulating the real-world problems as the mathematical models based on the objective functions and the linear inequalities.
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Analyzing customization options
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Evaluation of expert knowledge
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Reading previous reviews
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