Kategorien: Alle - arbeid - revolusjon

von andrea lozano Vor 9 Jahren

766

KARL MARX ANDREA

Karl Marx var ein tysk filosof og økonom som levde på 1800-talet. Han meinte at økonomiske og sosiale forhold styrte utviklinga av samfunnet, og at kapitaleigarane utnytta arbeidarane for å auke sin eigen rikdom.

KARL MARX ANDREA

pensamiento de karl marx

EN 1789 LA REVOLUCION FRANCESA

EL RESULTADO DE ESA CITUACION FUERON DE MINIMOS SALARIOS QUE EN MUCHOS CASOS NO CUMPLIAN LAS NECESIDADES

KARL MARX

El objetivo de Marx consistía en hacer desaparecer las diferencias entre clases. El objetivo ha constituido hasta nuestro días una utopía, pero, al mismo tiempo, también un ideal que ha guiado a muchas personas en el intento de lograr dicho objetivo.
el obrero tome conciencia de su situación, se pondrá fin al capitalismo. las condiciones económicos se irán equilibrando hasta que el Estado no sea necesario y desaparezca, por la Dictadura del Proletariado y con ello la plena libertad del hombre.

EL CREÍA QUE?

el creía que los hombre eran esencialmente productores
data:image/jpeg;base64,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

EN EL SIGLO XIX EL NACIMIENTO DE UNA NUEVA CLASE SOCIAL EL PROLETARIADO OFRECE QUE EL TRABAJO PUEDE SER DESARROLLADO POR CUALQUIERA

EL SUJETO HUMANO CONVERTIDO EN MERCANCÍA Y SOMETIDO A LA OFERTA Y LA DEMANDA

KARL MARX DICE

POR QUE NO SE TRATA DE SOLO DARLE LA VUELTA A LA INDUSTRIA EXPLOTANDO A QUIENES HASTA AHORA ERAN LOS EXPLOTADORES SI NO HACER DESAPPARECER LA EXPLOTACION

DIALÉCTICA

CONTRADICCION
ENGELS↦ CONCIENCIA ↦ ESPIRITU