线性规划在利润最大化中的应用:以孟加拉国一家饼干工厂为例

Nazrul Islam, Afsana Yeasmin Mim, Md. Rayhan Prodhan
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引用次数: 0

摘要

线性规划是在有限资源条件下选择最佳产品组合以实现利润最大化或成本最小化的一种数学方法。在本文中,我们提出了线性规划在孟加拉国饼干厂利润最大化中的应用。对于线性规划问题,单纯形算法提供了一个强大的计算工具,能够为非常大规模的应用提供快速的解决方案。优化主体考察了单位生产成本、销售价格和生产中使用的不同原材料的数量。建立了该问题的数学模型,并利用单纯形法推导出了优化结果。我们的主要目标是强调线性规划建模在业务层面作为一种优化技术的独特性,并鼓励制造公司采用线性规划来确定其最优利润。
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APPLICATION OF LINEAR PROGRAMMING FOR PROFIT MAXIMIZATION: A CASE STUDY OF A COOKIES FACTORY IN BANGLADESH
Linear programming is a mathematical method for choosing the best product combination to maximize profit or decrease cost within the limitations of available resources. In this article, we have proposed the linear programming application for profit Maximization of a Biscuit Factory in Bangladesh. For linear programming problems, the Simplex algorithm provides a powerful computational tool, able to provide fast solution to very large-scale application. The optimization principal examined unit cost of production, the selling price and the quantity of different raw materials used in production. A model for the problem was formulated and optimum results derived using software that employed simplex method. Our main goal is to emphasize the uniqueness of linear programming modeling at the business level as an optimization technique, and to encourage manufacturing companies to employ linear programming to determine their optimal profit.
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COMPUTATION OF THE POWER OF BASE OF TWO DIGITS NUMBER USING KIFILIDEEN (MATRIX, COMBINATION AND DISTRIBUTIVE (MCD)) APPROACH APPLICATION OF LINEAR PROGRAMMING FOR PROFIT MAXIMIZATION: A CASE STUDY OF A COOKIES FACTORY IN BANGLADESH MULTIVARIATE MODELS FOR PREDICTING GLOBAL SOLAR RADIATION IN JOS, NIGERIA THE SOLUTION OF ONE-PHASE STEFAN-LIKE PROBLEMS WITH A FORCING TERM BY MOVING TAYLOR SERIES THE LUCAS POLYNOMIAL SOLUTION OF LINEAR VOLTERRA-FREDHOLM INTEGRAL EQUATIONS
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