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Programación Lineal Entera: Modelos de Transporte y Asignación, Exercises of Mathematical Methods

Adrian CollegeMathematical Methods

trabajo de metodos del transporte

Typology: Exercises

2019/2020

Uploaded on 09/24/2020

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Métodos Determinísticos
Tarea 1. Programación Lineal Entera, Modelos de transportes y asignación.
Estudiante: Robinson Ramírez
Tutor: Alejandro Moreno
Universidad Nacional Abierta y a Distancia
Mayo de 2020
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Métodos Determinísticos Tarea 1. Programación Lineal Entera, Modelos de transportes y asignación. Estudiante: Robinson Ramírez Tutor: Alejandro Moreno Universidad Nacional Abierta y a Distancia Mayo de 2020

Introducción En esta primera fase del curso, se desarrollara la temática de programación lineal entera, lo que conllevara al planteamiento canónico de problemas, solución gráfica y método simplex. Una vez se han revisado de manera individual por cada uno de los integrantes del grupo los diferentes entornos de la página web de la UNAD, se deberá realizar la lectura consciente de todas y cada una de las referencias bibliográficas, esto con el fin de poder identificar los distintos elementos que hacen parte de la formulación de problemas lineales. Es sabida la importancia industrial de la programación lineal, como eje fundamental para el modelado de situaciones optimas, las cuales permiten el uso de mejor manera de los recursos los cuales como sabemos son limitados.

X3= Cantidad vasos de avena por tiempo de proceso Modelo Canónico Función Objetivo Max Z = $200X1 + $150X2 + $120X Restricciones 11X1 + 7,5X2 + 5X3 ≤ 315 2X1 + 3,5X2 + 2X3 ≤ 110 1,5X1 + X2 + X3 ≤ 50 X1, X2, X3 ≥ 0 MAXIMIZAR Z = 200X1 + 150X2 + 120X3 + 0X4 + 0X5 + 0X 11X1 + 7,5X2 + 5X3 ≤ 315 11X1 + 7,5X2 + 5X3 = 315 2X1 + 3,5X2 + 2X3 ≤ 110 2X1 + 3,5X2 + 2X3 = 110 1,5X1 + X2 + X3 ≤ 50 1,5X1 + X2 + X3 = 50 X1, X2, X3, X4, X5, X6, ≥ 0