tag:blogger.com,1999:blog-45851545966216889222024-03-14T00:13:25.522-07:00burguesía y proletariadoEcho por Noelia Sagaidak Antonella De Marco y Facundo Malcolmtrabajodehistoriahttp://www.blogger.com/profile/08721438126702707062noreply@blogger.comBlogger5125tag:blogger.com,1999:blog-4585154596621688922.post-3283133809642101842011-04-29T14:44:00.000-07:002011-04-29T14:44:21.131-07:00socialismo utópicoEs una expresión que designa un conjunto heterogéneo de doctrinas de reforma social, previas al auge del marxismo y el anarquismo, que surgieron a comienzos del siglo 19 como respuesta a los serios problemas que acarreaba el triunfo del industrialismo y el liberalismo en Europa.<br />
los representantes mas destacados de esta corriente son Robert Owen en inglaterra , Henry de Saint-Simon, Charles Fourier y Étiene Cabeten Francia. Algunos rasgos comunes se pueden encontrar también en las corrientes insurreccionalista de Graco Babeuf,Filippo Bounarrot y Auduste Blannqui<br />
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Lannark (G:B) con los obreros de sus fabricas, esta fue la primer comunidad ejemplar<br />
comunidades ejemplares de Owen ( padre del cooperativismo):New hermony(U.S.A) segunda comunidad ejemplar fundad en 1825, fracasa en 1828, fue desempleada en EE.UU.<br />
Fracasa porque en U.S,A no existían las misma condiciones que el G.B (liberar parcialmente al obrero de la dependencia de su salario) (el les daba la casa pero la tierra que tenían para sus cultivos era una tierra comunitaria) - no pagar con billetes sino con bonos equivalentes a las horas de trabajos que tengan cada uno ejemplo un kilo de papas es igual a 30 minutos de trabajo.<br />
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¿Qué hace un banco?<br />
R: recibe dinero , lo presta a intereses.<br />
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existen personas física (nosotros) y personas jurídicas(empresas) y las naciones (son las que mas piden prestamos) van al banco a pedir prestamos.<br />
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Las monedas que se usan son de Inglaterra son las libras esterlinas .<br />
al banco que las naciones pedían prestamos era a " Baring & Brother's Rotchileld"<br />
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Las naciones pedían prestamos para poder comprar y hacer las vías para el ferrocarril.<br />
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El ferrocarril en U.S.A, primera mitad del siglo 19.<br />
Lo que hicieron fue crear la civilización hacia el lejano oeste ( far west)<br />
Crear civilización es crear centros poblados, extienden la ganadería.<br />
Necesitaban mucha gente para que vayan haciendo la vía del ferrocarril.trabajodehistoriahttp://www.blogger.com/profile/08721438126702707062noreply@blogger.com0tag:blogger.com,1999:blog-4585154596621688922.post-18748655549129890792011-04-01T04:17:00.000-07:002011-04-01T04:17:22.507-07:00¿Què diferencias encuentras entre las imàgenes de la burguesìa y el proletariado?<br />
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¿Què diferencias existen entre lo que posee el proletariado y lo que posee la burguesìa, que es impresendibe para el otro grupo?<br />
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¿En que sector social se encuentra cada uno?<br />
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¿En que sector le gustarìa estar, la burguesìa o el proletariado?¿por què?trabajodehistoriahttp://www.blogger.com/profile/08721438126702707062noreply@blogger.com8tag:blogger.com,1999:blog-4585154596621688922.post-16671683122701538762011-03-31T14:49:00.000-07:002011-03-31T14:49:02.727-07:00Imágenes de la burguesía<img src="http://t3.gstatic.com/images?q=tbn:ANd9GcSM_eVfbmNJz7Cuc8OtkI59BflvUpvg_fSiV7DbsEw2YHR3vCB0" /> <img src="http://t3.gstatic.com/images?q=tbn:ANd9GcSmiVrkbxGsRgc-d0vir9H9Tx38vtasORaErai1bMuZxQ5QkLuD" />trabajodehistoriahttp://www.blogger.com/profile/08721438126702707062noreply@blogger.com0tag:blogger.com,1999:blog-4585154596621688922.post-74087631590474812242011-03-31T14:46:00.000-07:002011-03-31T14:46:34.984-07:00Imágenes del proletariado<div class="separator" style="clear: both; text-align: center;"><a 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" 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" 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" 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" /></a> </div>trabajodehistoriahttp://www.blogger.com/profile/08721438126702707062noreply@blogger.com0tag:blogger.com,1999:blog-4585154596621688922.post-47883842458024125322011-03-31T14:39:00.001-07:002011-03-31T14:39:19.444-07:00Estilos de vida de la burguesía y proletariado<div class="MsoNormal"><span lang="ES-MX" style="font-family: "Arial Black","sans-serif"; font-size: 20.0pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-font-size: 18.0pt;">Burguesía <o:p></o:p></span></div><div class="MsoNormal"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">La burguesía deja de ser considerada una clase inferior a los nobles gracias a la posición alcanzada. El crecimiento de poder económico de la burguesía favoreció para q esta llegara a esa posición socioeconómica .<o:p></o:p></span></div><div class="MsoNormal"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">Orígenes:<o:p></o:p></span></div><div class="MsoNormal"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">En plena revolución manufacturera nos encontramos con productos mercantiles que eran dueños de sus talleres, donde trabajan junto a su familia, oficiales y aprendices. Al crecer la<span style="mso-spacerun: yes;"> </span>demanda de mercadería, no todos estuvieron en condiciones de adaptarse a través de la tecnología y aquí, podríamos decir que este grupo se dividió en dos: los que pasaron a ser<span style="mso-spacerun: yes;"> </span>parte del proletariado y, los más afortunados,<span style="mso-spacerun: yes;"> </span>que lograron tecnificarse. Este ultimo grupo junto<span style="mso-spacerun: yes;"> </span>a labradores acomodados y comerciantes-empresario son la base sobre la que se construyo la burguesía industrial.<o:p></o:p></span></div><div class="MsoNormal"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">Algunos se enriquecieron cambiando actividades agrarias, alquilando tierras que explotaban racionalmente junto a las suyas, y talare que con frecuencia distribuían entre los campesinos pobres.<o:p></o:p></span></div><div class="MsoNormal"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">Una parte de este sector de campesinos ricos fue prosperando añadieron con el correr de los años más y más lotes. Para trabajar las tierras solían invertir en nuevas técnicas y la mano de obra de los vecinos más pobres. Sólo unos pocos, dueños de las tierras propias o arrendatarios lograron terminar siendo ricos granjeros.<o:p></o:p></span></div><div class="MsoNormal"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">Los comerciantes-empresarios: fueron los que a través de créditos o con socios capitalistas o con ahorros propios montaron pequeños negocios. <o:p></o:p></span></div><div class="MsoNormal"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">Lo cierto es que estas pequeñas empresas aprovecharon el momento u usando o creando la tecnología e invirtiendo en capital que tenía o podían prestado, y usaron la mano de obra disponible, Fueron creciendo. <o:p></o:p></span></div><div class="MsoNormal"><span lang="ES-MX" style="font-family: "Arial Narrow","sans-serif"; font-size: 28.0pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-font-size: 26.0pt;">Proletariado<o:p></o:p></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">El proletariado es un término utilizado para designar la clase social más baja de la época de la edad moderna que, en el modo de producción capitalista, se ve obligada a vender su fuerza de trabajo a la burguesía por carecer de los medios de producción. Un miembro de tal clase es llamado un proletario.<o:p></o:p></span></div><div class="MsoNormal"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">En la Roma impera, los proletarii eran los ciudadanos de la clase más baja, que no tenían propiedad y cuya única salida para el Estado era generar proles (hijos) para engoradr los ejércitos del imperio<o:p></o:p></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">El proletariado en la teoría marxista<o:p></o:p></span></div><div class="MsoNormal"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">En la teoría marxista, el proletariado es aquella clase social que no tiene la propiedad de los medios de producción. Por lo tanto, la única fuente de ingresos para los proletarios es la vent de su fuerza de trabajo. Los trabajadores de las fábricas desean que la sueldos sean tan altos como sea posible, mientras que los empresarios deseas q los costos, y por lo tanto los salarios, sean tan bajos como sea posible; ya para Mark., esta contradicción es la peor, la concreción en el período de producción hegemónicamente capitalista de lo que él denomina la lucha de clases, y que considera el motor de la historia.<o:p></o:p></span></div><div class="MsoNormal"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">El <b style="mso-bidi-font-weight: normal;">proletariado </b>es una de las clases fundamentales en la sociedad capitalista, que carece de propiedad sobre los medios de producción y se ve obligada a vender a su fuerza de trabajo para proporcionarse los medios de subsistencia. El proletariado surgió en el seno de<span style="mso-spacerun: yes;"> </span>la sociedad feudal. El desarrollo del capitalismo está acompañado de la descomposición <span style="mso-spacerun: yes;"> </span>de la pequeña producción mercantil, del empobrecimiento de los campesinos y artesanos, que pasaron a engrosar las filas del proletariado.<o:p></o:p></span></div><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">Proletariado y tiempos de producción <o:p></o:p></span></b></div><div class="MsoNormal"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">Haciendo una cronología breve; el artesano pre-industrial tenía total control del tiempo sobre su trabajo. Posteriormente, la aparición del reloj y la producción industrial primitiva configuraron un modelo de producción determinado por “fechas” en la cual se comienzan a promover una visión “productiva” que incentivaba la cultura capitalista. En ese tiempo, quien no trabajaba era condenado a muerte. Fue la primera fase de la creación de un ejército de reserva. Luego, la máquina determinó un “mínimo” productivo mas alto el cual se traducía en control del tiempo del obrero sobre su trabajo; y fu ahí donde Mark denunció explotación.<o:p></o:p></span></div><div class="MsoNormal"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">La aparición de una clase media sin inscripción de clase hizo que solo una fracción privilegiada de proletariado del proletariado pudiera negociar un estándar mínimo de vida a través del modelo económico keynesiano, que se creó para salvar al capitalismo de su ruina tras las gran crisis de 1929.<o:p></o:p></span></div><div class="MsoNormal"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">En los socialismo reales, el modelo de producción era también capitalista, pero con la diferencia de ser controlado desde el Estado y no sector privado. El proletariado se organiza ba a través de relaciones políticas representativas lo que significa que al igual que en el capitalismo liberal hubiese una fracción proletaria pobre, marginada sin participación. <o:p></o:p></span></div>trabajodehistoriahttp://www.blogger.com/profile/08721438126702707062noreply@blogger.com20