MODELOS DE TRANSPORTES Y ASIGNACIÓN UNIDAD 1: TAREA 1
PRESENTADO POR:
TUTOR:
UNIVERSIDAD NACIONAL ABIERTA Y A DISTANCIA-UNAD.
ADMINISTRACIÓN DE EMPRESAS. EMPRESAS.
METODOS DETERMINISTICOS
CARTAGENA DE INDIAS D.T Y C.
Introducción
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Con este traa!o est"#$are%os a&'"nos a&'or$t%os ("e nos )resenta e& *rea %+to#os #eter%$n,st #eter%$n,st$os $os e& "a& t$ene en "enta ("e &as "enas #e$s$ones #e$s$ones en "na #$str$"$n #$str$"$n se asan en &os "enos res"&ta#os. En esto estoss e!er e!er$ $$o $oss
se /an /an to%a to%a#o #o en "en "enta ta to#as to#as &as &as 0ar$a 0ar$a& &es es re&a re&a$ $on ones es
$%)ortantes. Para as, #ar res)"esta a &os $nterro'antes )&antea#os a tra0+s #e &os e!er$$os
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Paso 1. El primer ejercicio debe plantearse de manera que se pueda aplicar la solución del modelo de programación lineal con variables continuas.
Situación 1:
Una e%)resa 2ar%a+"t$a )ro#"e tres t$)os #e 3araes )ara ontro&ar &a 2$ere en n$4os 53arae 16 3arae 7 3arae 89. E& !arae 1 est* o%)"esto )or 7 0ees e& o%)onente A6 7 0ees e& o%)onente B 1 0e e& o%)onente C. E& !arae 7 est* o%) o%)"e "est sto o )or )or 7 0ee 0eess e& o%) o%)on onen ente te A6 1 0e 0e e& o%) o%)on onen ente te B 1 0e 0e e& o%)onente C 2$na&%ente e& !arae 8 est* o%)"esto )or 16; 0ees e& o%)onente A6 7 0ees e& o%)onente B 8 0e e& o%)onente C. Se #$s)one #e 871 "n$#a#es #e& o%) o%)on onen ente te A6 A6 81< #e& B 887 887 #e& #e& C. La "t$& "t$&$# $#a# a# #e &os &os !ara !arae ess 16 7 86 es res)et$0a%ente #e 1=6 1= 78 #&ares. >or%"&e e& )ro&e%a e?)"esto en &a s$t"a$n 1 res"+&0a&o )or e& %+to#o s$%)&e? on 0ar$a&es ont$n"as6 se'@n &as on#$$ones #e& t$)o %a?$%$ar6 &"e'o res)on#er: "+ ant$#a# #e #ee )ro#"$rse se'@n ant$#a#es ont$n"as C"*& es &a "t$&$#a# 'enera#a )or #$/a so&"$n So&"$n
Los 0a&ores )t$%os )ara &a e%)resa 2ar%a+"t$a es #e:
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Costo %,n$%o J8;=< A)ro?$%a$n #e 0o'e&
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Pre$o 1< < F J;< 17 F 1<8< 1; F 1<1< 1< F 11< 11 F =; 17 F J< 1; F 1< 1 F < 1J F 1=< 1=1 F ;J< 1JJ8<7< del producto 1 se debe ordenar de la siguiente manera:
De &a o#e'a 1 se #een en0$ar J< "n$#a#es #e& )ro#"to 1 a& #est$no 7. De &a o#e'a 7 se #een en0$ar 1<8< "n$#a#es #e& )ro#"to 1 a& #est$no 8. De &a o#e'a 8 se #een en0$ar J;< "n$#a#es #e& )ro#"to 1 a& #est$no . De &a o#e'a se #een en0$ar 117< "n$#a#es #e& )ro#"to 1 a& #est$no 8 1<7< "n$#a#es #e& )ro#"to 1 a& #est$no ;. De &a o#e'a ; se #een en0$ar J=; "n$#a#es #e& )ro#"to 1 a& #est$no 1.
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Ejercicio /. Para desarrollar la tarea se requiere consultar la siguiente re0erencia: Cedia3 4. 52*126. Investigación de operaciones. 5a. ed.6 5pp. 17181+263 Ibagu-3 Colombi Colombia: a: Editori Editorial al "niver "niversida sidad d de IbaguIbagu-.. %ecupe %ecuperado rado de: !isponib !isponible le en el entorno de conocimiento del curso. En la oja de c9lculo ejercicio 23 se consignan los datos de transportes del prod produc ucto to 2. ( esto estos s dato datos s gene genera rado dos s se debe deben n apli aplica carr los los algo algori ritm tmos os de transporte3 Esquina oroeste3 Costos ,nimos ; (pro
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SUMATORIA 71<< 1J=< 1;< 7<7; 1<
Costo mnimo
O>ERTA 71<< 1J=< 1;< 7<7; 1<
K 1.))2./+*
Los or,'enes #e& )ro#"to 1 #een as$'narse #e &a s$'"$ente %anera: De &a o#e'a 1 se #een en0$ar 7.1<< "n$#a#es #e& )ro#"to 7 a& #est$no . De &a o#e'a 7 se #een en0$ar 7<; "n$#a#es #e& )ro#"to 7 a& #est$no 1 1.=; "n$#a#es #e& )ro#"to 7 a& #est$no 7.
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identi0icar el menor costo de asignación para el producto desde las bodegas acia sus destinos. %espondan: >?u- m-todo genera el costo mnimo ; cuales asignaciones3 es decir desde que orgenes acia que destinos3 debe asignarse al producto 13 seg@n dico m-todo& Solución
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