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Investigación de operaciones Unidad 1. Programación lineal ESCALA DE EVALUACIÓN Carreras: Desarrollo de software Semestre: Cinco Asignatura : Investigación de operaciones Unidad: 1.- Programación Lineal Evidencia Actividad 2. Solución a problemas por los métodos, gráfico y simplex Ggashgdahgsdhagsdgashdgahsgdhg asgdhgashdgjahsgd kjhgasdhgaksjd aksdjgahsgd as kgashgd a ahgsdjah sdh hjagsdhg hghagsdhgasd kjhgasd ashdgajh dk kaghsdhg a hagds hahg ahsgdhagsd hg ahjsgdjhagsd hadh jgajh ghjagsdhjgahjgahjga khjdgkahjgdkahjgahgsdhgahjgdskaghdhgahghga kahgahgdhjagdkhga akhgdha hg d hgiquweuitqwueit auguqgeyugweyq ugusdgagdjh yuewfyufqweyf yuge yuqgweyut wugqweguywqgec uygyudgsahgq ygtydg asg asyugd wyugeyqwgeuygq ygdabv a sa s d asd as dae rqawer erqe qrq qer qr frqfqdjhsjdh hdjsh ajhsdjk asjkh laljhajsdhalkjhdjhaljhdui suah wa u ‘ Jahsdjhajskhdkjahsdjkhajkhdajkl as lahl s asjd hajsh dj had al jhadhjjkahsd asjhd ajhjkas jkahsdj ajh ajhd jj asdjh jhjhad kjh jakhdj a jhdajhjsahd ajhjshdjhajkhasdhjkahdjhakjhas jkhasdhkjhasdjhakjhdjhsakjd asjkh sadh sd jh asjhdkjhasdjhkjh asj hj kh jah sd jhjkhajkhsad sajhdkaj dash as jkhasdjh as jkhas dhkjhas jahsdjhas jhasdjk hasjhd jhasjdhjaskhd ajkhsdjahs d jkhasdhasjd asdhajhs djhas jkhas djahsdjk jashd asjhd jahsdjhasdh jkhasdhjkhasdj sajhd jkhasdjkhjkashd Jhsdjka d asdkjklajsdkljaklsdjkl ja alkjd kljalkjd a alkjfkl jasdlkjklsdj kljskdljalksjdlkajsdkljalkjd ;a kjdkaj aklj daskjaskjd ka kljaslkd jkla dklja sd akljalkj dlkjasd l akljsdlk akldjlkjasdklj akldj alksjdlkjasdk kjasd kjalkjsd jaskldjlkajds klj

A2. Escala Investigacion

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documento guia para llevar acabo las actividades de la materia de investigacion de operaciones del unad, muy util y conciso.

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Investigacin de operacionesUnidad 1. Programacin lineal ESCALA DE EVALUACINCarreras:Desarrollo de softwareSemestre: CincoAsignatura: Investigacin de operacionesUnidad: 1.- Programacin LinealEvidencia Actividad 2. Solucin a prolemas por los m!todos" gr#fico $ simple%&gas'gda'gsd'agsdgas'dga'sgd'g asgd'gas'dg(a'sgd )('gasd'ga)s(d a)sd(ga'sgd as )gas'gd a a'gsd(a' sd''(agsd'g 'g'agsd'gasd )('gasd as'dga(' d) )ag'sd'g a 'agds 'a'g a'sgd'agsd 'g a'(sgd('agsd 'ad' (ga('g'(agsd'(ga'(ga'(ga )'(dg)a'(gd)a'(ga'gsd'ga'(gds)ag'd'ga'g'ga )a'ga'gd'(agd)'ga a)'gd'a 'g d'gi*uweuit*wueit augu*ge$ugwe$* ugusdgagd('$uewf$uf*we$f $uge$u*gwe$ut wug*wegu$w*gec u$g$udgsa'g*$gt$dg asg as$ugdw$uge$*wgeu$g* $gdava sa s d asd as dae r*awerer*e *r**er *r fr*f*d('s(d' 'd(s' a('sd()as()' lal('a(sd'al)('d('al('dui sua' wa u +,a'sd('a(s)'d)(a'sd()'a()'da()l as la'l sas(d 'a(s' d( 'ad al ('ad'(()a'sdas('d a('()as()a'sd( a('a('d (( asd(' ('('ad)(' (a)'d( a ('da('(sa'd a('(s'd('a()'asd'()a'd('a)('as ()'asd')('asd('a)('d('sa)(d as()' sad' sd (' as('d)('asd(')(' as('( )' (a' sd ('()'a()'sadsa('d)a( das' as ()'asd(' as ()'as d')('as(a'sd('as('asd() 'as('d('as(d'(as)'da()'sd(a'sd ()'asd'as(dasd'a('s d('as ()'as d(a'sd() (as'd as('d (a'sd('asd' ()'asd'()'asd( sa('d ()'asd()'()as'd ,'sd()a d asd)()la(sd)l(a)lsd()l(a al)(d )l(al)(d a al)(f)l(asdl)()lsd()l(s)dl(al)s(dl)a(sd)l(al)(d -a )(d)a(a)l(das)(as)(d )a)l(asl)d ()la d)l(a sd a)l(al)(dl)(asd l a)l(sdl) a)ld(l)(asd)l(a)ld(al)s(dl)(asd) )(asd )(al)(sd (as)ld(l)a(ds )l(ad(al)s dal)s(d )l(asdl) )l(asd(l)a(dl) asdl) l(al)sd(ioweuroiu.ro ip eru*oiuriour2/ 2 sdf(a(sdo (f('sa i(o nv'df'0 sd(l)s(df 'l'(fd)(a'dsf)('asd)'(f' ('afd()')(sf.DIMENSINESC!I"E!IS A E#A$UA!PUN"SP!C!I"E!I

PUN"S%"ENIDS%SE!#ACINES1. !esolucin de los e&ercicios 1 ' ( por el M)todo gr*+icoInvestigacin de operacionesUnidad 1. Programacin lineal a. &rafica la regin factile.1,. 1arca con un c2rculo las soluciones factiles en los v!rtices.,c. 3sando las ecuaciones de frontera" se presenta una solucin algeraica de los valores de 41 $ 42.1-d. 5n cada solucin 657" se identifican las soluciones 657 ad$acentes.,e. 5n cada par de soluciones 657 ad$acentes" identifica con su ecuacin la frontera de restriccin com8n.,f. 5scrie claramente la solucin del e(ercicio.,(. !esolucin de los e&ercicios . ' / por el M)todo simple0 a. 5l modelo es convertido de la forma normal a laforma est#ndar.,. Se crea la tala simple% $ es completada con laforma est#ndar.,c. 5s definida $ marcada la columna pivote ocolumnadeentrada" as2 comolavarialedesalida.,d. Se reali0a la iteracin 1 $ se completa la talasimple%.1,e. Se reali0an las iteraciones necesarias paraencontrar la solucin.1-f. Se escrie de manera clara la solucin dele(ercicio.,.. Escritura ' entrega del documento Investigacin de operacionesUnidad 1. Programacin lineal a. Co'erencia $ claridad en el contenido.,. Limpie0a" 9rtograf2a $ :edaccin.,"otal de puntos 1--"otal de puntos o1tenidos por el alumno